A Complete Bibliography of Lecture Notes in Mathematics ...ftp.math.utah.edu/pub/tex/bib/lnm2000.pdf · A Complete Bibliography of Lecture Notes in Mathematics (2000{2009) Nelson

A Complete Bibliography of Lecture Notes in

Mathematics (2000–2009)

Nelson H. F. BeebeUniversity of Utah

Department of Mathematics, 110 LCB155 S 1400 E RM 233

Salt Lake City, UT 84112-0090USA

Tel: +1 801 581 5254FAX: +1 801 581 4148

E-mail: [email protected], [email protected],[email protected] (Internet)

WWW URL: http://www.math.utah.edu/~beebe/

13 October 2017Version 1.04

Title word cross-reference

(1 ≤ p ≤ 2) [dRV00]. (2, 2) [GRKVL02d]. (2, 3) [Isa07d]. (iω0)2iω1 [Lom00c].(∂) [Li02g]. (s, µ, q) [Bil03c]. ∗ [AT09h]. 0 [Eva08i, GGM07]. 0 < p < 1[Zva00]. 02+iω [Lom00b, Lom00a]. 1[BSS09h, GGM07, Sim03, Wit07a, Wit07b]. 1:−2 [Efs05e]. 2[ASWY07j, BC03, Cut02t, GM04, Jon08s, KL01i]. 3[AP07, Bun02, Cut02u, Cut02o, DBAP08, Fla08, Jon08t, KL01d, KL01j,Riv02, Roh09g, Roh09h, Sch07i]. 3nj [Van03]. 4[AMAF02, CT08, Hir02, Wit07f]. 5 [ABFM02, Bun02]. [M ], A, P [GL05b].

[X,X ]t = t+∫ t

0 βXs−dXs [CC01]. 2+ [San05]. A [JQQ04g]. Aα [HK03f]. Al[Tak06k, Tak06-31, Tak06-33]. α [Ryz09]. B(`1) [Pis04]. Bα [HK03g]. Bl[Tak06l, Tak06-31, Tak06-33]. Ar(X) [Cut02b]. C [GL05f]. C∗ [HG04]. C∗

[Pis01i, Run02g]. C∞ [GdS03a]. Cl [Tak06m, Tak06y, Tak06-31, Tak06-33].Blβ,ε [Mel02d]. d(0d2) [RY09f]. d(M) = n2 [Isa07b]. d(M) = n2 − 1 [Isa07c].

1

2

Dλ,K [GSE07e]. ∆(0)f,h [HN05h]. `Np [Zva00, dRV00, Lyu04, SZ00, STJV03]. G

[Chr00d, Chr00e, Chr00f, Chr00g]. γ+ [Paj02g]. γd [FSU01]. GLn [GSE07g].GLn(R) [JL05a]. GLn(K) [GSE07f]. GSp(4)[RS07d, Wei09f, Wei09g, Wei09k]. H1 [BM02, Mey02d, Yor02b]. H∞ [KW04].Hw [Fil01e]. ∞ [Cra08]. IP3 [Sne05a]. K[HG04, Kie02i, Kie02l, Kie02c, Kie02q, Wan09]. K3 [JK04c, JK04m, JK04d].K0 [Li02h]. K3 [JK04a]. L [Kac06a, Moc09h, Ste07j, Ste07p]. L1

[AP03, Yor02b]. L2 [Gil03f, Sch07d]. L2(Γ \Π) [Unt00q]. L[prescription−R]

[Gil03i]. Lp [Bob00, FSU01, HH09, Shi05, Tai09a, Tai09b]. L1 [AP07]. L2

[AP07]. L∞ [Mon01a]. ln∞ [Sch07a]. Lp[JS04, KW04, MK07e, MK07d, Zva00]. lnp [Ole03]. λ [Wil08j]. ≤ 5 [Tak06x].M [BC03, BF06d, MP04, Del06]. Mα [HK03e]. HP 1 [BPF+02c]. R[BM03, MR00]. R2 [CG03, Unt00b]. Rd [Cer01g]. Rn [Naz03a]. H′ [GL02c].T [JK04i]. T (c,D, {Dλ}) [JK04g]. µ [Bil03d]. µ = Stµ ∗ µt [Xu09]. N [Kho00].n ≥ 3 [Isa07c]. ν [Cut02r, Cut02q, Cut02c, Cut02d]. O(2, l) [Bru02a, Bru02e].p [Gil03c, GL00f, Har08i, Lyu04, Ole03, RK00]. p3 [Som02i]. P1(R) [Unt00c].Pε [GL05b]. ∂ [Xia01h]. π [Gil03o]. Posn [JL05i]. Posn(R)[JL05b, JL05a, JL05f]. pq [Som02j]. Ψ2 [Pao03]. PSL(2,C) [ASWY07e].PSL(2,Z) [Unt00c]. Q [Xia01d, Har08k, Har08l, Har08m, Har08n, Tar02]. R[Eva08d, Eva08j, Eva08i]. R∆f [MK07e]. Rf [MK07d]. S′ [JK04i, LH09y]. S3

[BPF+02b]. S4 [BFL+02]. σ [MOTV09a, MOTV09b]. SL(2,R) [Unt00l].SU(2) [Ale04a]. SUq(2) [Bia06]. Θ(τ, z) [NP01a]. u [Kar04b]. Uq(su(1, 1))[Har08m]. Vλ,K [GSE07b]. W ∗ [Run02g]. Z[BvdVP02m, BvdVP02n, BvdVP02p]. |L| [JK04g].

- [Run02g]. -Adic [Har08i]. -algebra [Pis01i]. -Algebras[AT09h, HG04, Run02g]. -approximation [MK07d]. -Bodies [Bou03b].-Bradlow [Moc09h]. -Bridge [ASWY07j]. -categories [KL01i].-Cobordisms [KL01d]. -Coefficients [Van03]. -connected [Jon08s, Jon08t].-Continuous [MOTV09a]. -Convergence [HH09]. -convex [GL00f].-Dependent [Sne05a]. -Differentiable [GdS03a]. -dimension [Chr00d].-Dimensional [AP07]. -Ellipsoid [MP04]. -elliptic [Bil03d]. -equation[Xia01h]. -Estimates [Pao03]. -Estimators[BvdVP02m, BvdVP02n, BvdVP02p]. -fibrations [BF06d]. -flatness[Chr00e]. -folds [Cut02u]. -Forms [BSS09h]. -functional [KW04].-Functions [Kac06a, Ste07j, Ste07p]. -Grassmann [Har08k]. -group[Li02h]. -growth [Bil03c]. -Hahn [Har08m]. -harmonic [Ryz09]. -Hessian[Wan09]. -Holonomic [Li02g]. -Hyperbolic [Eva08i]. -Hypergeometric[Tar02]. -injectivity [Chr00f]. -Interpolation [Har08l, Har08n]. -invariant[Kar04b, Ale04a]. -Laplace [Cra08]. -Loops [Kie02i, Kie02l, Kie02q, Kie02c].-Manifolds [CT08, Isa07d, KL01j, Roh09h]. -norm [MK07e]. -norms[Bob00]. -orbits [Unt00c]. -projectivity [Chr00g]. -Pseudostable [Ole03].-regularity [KW04]. -representations [ASWY07e]. -Schemes [LH09y].

3

-Slicely [MOTV09b]. -spaces [Sch07d]. -Stable [Del06]. -Structures[STJV03]. -Theory [HG04]. -Tree [Eva08d]. -Trees [Eva08j, Eva08i].-Triangular [Gil03o, Gil03c]. -type [BC03]. -Variation [RK00].

/ [GGM07].

1-10 [BHK05]. 1-5 [CM06a]. 1-8 [CMI+03]. 13-20 [EKMY02a]. 15-22[AAR03]. 1997 [BGTT02]. 1998 [Ber00a, CO00, EKMY02a, Fas00a]. 1999[BHK05, Ber02, BJS+00, CMHL02, MRR02]. 1st [BJS+00].

2 [Bou03b]. 2-8 [ACB+03]. 2000[ASTB03, ADD+03, AZ03, CCJ+03, DL04, MS00c, Tig04]. 2001[ACB+03, BKK+09b, Can03, CMI+03, CP04, GO08, MS03b, TZP04, VY03].2001-2002 [MS03b]. 2002[BBF+03, Bon08, KV03, MS03b, MS04, PV06, PP06, TW04, ZZ04].2002-2003 [MS04]. 2003[BBH+04, CM06a, CCE+04, CT08, Mar07, MP07, MS04, Pic05]. 2004[BBSW07, CEKH+07b, CP06, LCL07d, NS08g, SP06, TDP08]. 2005[BM08b, DR08, Don07m, Eva08h, MS07]. 2006[AF08a, BG08, Bra08h, Gui09w]. 2007 [GAC+09, dH09q]. 21st [Yor06]. 2nd[MRR02].

3-9 [ADD+03, DL04]. 30-July [BGTT02]. 30th [Yor06].

4.34 [Cao03g]. 4th [Fas00a].

6-12 [BBH+04].

7-14 [MRR02].

9-15 [Can03].

A-L-G [HK03e]. A. [Bia06]. a.c.i [Van01h]. Abelian[AK01, Lee04f, Ols08c, Ols08g, Ols08i, Van01e]. Abstract[Bey07b, Doh03c, Doh03i, Fuh05g, GOW04e, Jon08a, Kel00a, Kel00b, Kel00c,Kel00e, LH09a, Run02j, Doh03d]. Accretive[Chi09h, Chi09k, Chi09l, Chi09t, Chi09q]. Accretive-Type [Chi09t].Accurate [HN05h]. Acid [Doi08a]. Action[JL05a, Sib04g, Sib04c, Sib04e, Sib04d, Sib04f]. Actions[Hsu00k, Isa07i, Mon01f]. active [HCG+00]. Activity [Das09].Adaptedness [Goh04c]. adaptive [Deu00, Nem00i]. Addition[Kie02b, Voi00a]. Additional [Phe01a]. additive [IK00, KP08, Pit06i].Adiabatic [Hen05, Teu03g, Teu03b, Teu03c, Teu03f]. Adic [Har08i]. Adjoint[DBAP08, Dor08, Hel08, Let05g, LH09w, Gil03s]. Adjunction [Fre09a].

4

Admissible [Fuh05e]. Admission [AGH03f]. Ado [BK07]. Adsorption[dH09i]. Advances [Cut00f]. Advantages [Sch03c]. Aerodynamic [JM00].Affine [BPF+02k, DFPS08j, Kut07a, Kut07i, Lom00h, Lus02, Van01c]. after[Kar04b]. Age [LB08, NCCFM08, Web08]. Age-Structure [NCCFM08].Age-Structured [LB08]. Aggregation [AdlPP+08, Nem00a, Nem00b].Aging [Gui07]. Ahlfors [Paj02d]. Aims [PR07e]. aleatoire [Leu03a].Aleatoires [Del02a, Del02b, PL03]. Algebra[Bec06, BPF+02f, Chl09e, Gat00, KZ02f, Koe03, YC04g, vdH06l, CM02,GSE07f, Pis01i, SG02, Voi00e, Wen03b]. Algebraic[ASWY07a, AT09e, BM08b, BS03c, BSS09g, BF06l, Cat08, CT08, DIK00a,DFPS08a, GL02b, GL02c, GL02f, HB06, Li02c, Moc09b, Mol07e, NP01c,NP01d, NP01b, NP01i, NP01j, NP01q, Ols08b, Rob04b, Sch03h, Ter06, Tig04,Van01a, Van01d, Wal03b, dSW08f, vdH06a, NP01e, NP01l, NP01m, NP01o].Algebras [AT09h, AMAF02, ABFM02, AM02b, Att06b, Bun02, CMHL02,Chl09b, Chl09f, Chl09g, CL02b, Fre09b, GdS03e, HG04, Let05b, Let05h,Li02b, Li02e, Li02g, Li02f, Li02h, Mol07c, Mol07f, Pfl01e, Som02n, Tia08b,Tia08c, Tia08d, Tia08e, CL02a, Fre09g, Fre09p, Fre09t, Fre09x, GR03e,Gre03e, Gre03h, KL01a, Lus02, Naz03b, Phe01h, Run02g, Run02c, Run02d,Som02g, Som02h, Som02i, Som02j, Ste03t]. Algebre [SG02]. algebres[Goi01]. Algebriac [Lom00i]. algebrique [Leu03b]. Algorithm[Gre03f, Sch07p]. algorithmes [MR00]. Algorithmic [Li02c, Dol03f].Algorithms [AK04e, Koe03, Osi07f, Deu00, EK00]. allocation [AGH03q].Allowed [dR02l]. Almost[GR03i, Jak05, Kar06, Lyu04, dS01a, GR03d, GR03e, Kun00a, GR03c].Along [LCL07f, BCE04]. alternating [HK03h]. Alternative[Unt08a, Unt08g, Urb08d]. Amenability[KM04b, Run02o, Val08, Run02h, Run02e]. Amenability-like [Run02e].Amenable [Pis04, Mon01f, Run02d, Run02c, Run02b]. American [BF03].Amino [Doi08a]. Ampere [Caf03]. Analysis[AF08a, AF08b, Ber07b, Cha08a, Cow08, DH09v, DH09x, Dol03m, FJ04h,FLC08, Fri06c, Fuh05g, GS09b, HN05d, HN05f, HN05g, Hel08, JP08, Jef04c,Kol00g, Kui03, Kut07a, Lin05, MS00c, MS03b, MS04, MS07, Pat05, Pri09a,Pri09b, Pri09m, Rit00a, TDP08, Uka06a, Unt08c, Unt08a, Unt08g, Unt08h,Vog08, Wen03h, WL08b, YC04l, Gui09z, GAC+09, Kol00j, Moo01c, Ols03,Run02j, Wak00c, Zol00, dR02k, HN05n]. Analytic[BSS09i, GK04, INP04, JL05e, KV00b, Las04, Lom00d, Paj02h, Pfl01a,Wak00a, Yoc02, KV00a, KV00c, KV00e, MK07c, MK07e, MK07d, MK07f,MK07h, AGLT02e, GR03g, Paj02e, PV06]. Analyticity [Cer01a].Anaplectic [Unt08c, Unt08f]. Ancestral [Tav04]. Anderson [BJ00]. Ando[Pis01b]. Andre [Yor06, Att06a, EY06]. Angiogenesis [LNH06]. Angular[Aba04]. Anharmonic [AHKM08f]. Anisotropic[Bil03j, DBAP08, Xia09b, Bil03f]. anisotropy [Bil03e]. Annihilation[Pri09c]. annulus [Pil03h]. Anomaly [Amm09]. Anosov [Cha08b, Oli02g].Anticipations [Bau03]. Appendices [AK04n, HK03i]. Appendix

5

[BHLV03h, Bro04h, CE05f, Efs05f, FJ04i, Goh04e, GdS03m, Gru02i, Gru02j,Gru02h, Kie02m, KZ02a, Mel02h, Mer04, NV04j, Pri09d, Rei04g, Teu03h,Wei09a, Wei09b, BPF+02e, Fil01h, GR03h, WG00f]. Applicability [Sch03c].Application[BCM09a, CM03, Cer01b, Dem08, Dor08, Fas00a, Gie07a, HN05e, Hip04,Kar04b, Lac03, LB09b, Mim03, Nua09, Phe01c, Phe01b, Tai09c, Unt08a,Wei09c, YC04l, Kun00g, Kun00h, DGP00, HN05i, Lom00b, NV04i].Applications[All03, ACB+03, AT09a, AT09i, AAFM07, AdlPP+08, BBS07h, BHK05,Ben05, BG08, Bou07b, Bou08, Bra08a, Chi09a, Chu02i, Cow08, Doh03g,Doh03f, Goh04d, HH09, HN05b, Hel08, Hen05, Kum06, Las04, Lom00i,MY07a, MY07d, MV06, Mis08c, MOTV09h, Pha07d, Phe01d, Phe01e, Ros03,Sch07w, SP06, Sum09b, TF09, Tia08e, Tur00a, Utk08b, VY03, Vis04, YC04b,BS03c, BC03, Bur00, DM00, Eme00d, Fre09r, JK04e, Mik00, Mon01g, Van01h,AGH03g, CMZ02d, Dol03e, FJ04h, Pil03i, Sch03d, Som02b, Teu03d]. Applied[Coh03]. Approach [AJP06a, AJP06b, Car07, CR07, Cer01i, Eme01, GL02f,Gro07d, HH09, KS06b, MK07j, Pis07, Tai09a, Ter06, Urb08g, Hu00, Tel06l].Approaches [Sch07b]. approche [Leu03b]. approches [DDD02].Approximate [Bis08a, Gro07g, Sch07e, Sch07f, Sch07d, Sch07c, Sch07w].Approximating [Bar03]. Approximation [AZ03, BBS07f, Ber07e, BCM09r,Chi09b, Coh03, DD03a, Gau06, GL05a, HN05d, Jak05, Kaz06, Kut07d,Mel02c, Sch03h, Kol00h, MK07d, Phe01g, Rit00b, Rit00c]. Approximations[BvdVP02o, BC03, Gro07b, Yor02d, AGLT02e, DM00, FBF+02c]. arbitrage[KS01b, KS05, Ras09b]. arbre [Leu03b]. arbres [Mou00]. Arising[Mim03, Mar00b]. Arithmetic [GM03, FBF+02l, Unt00u]. Arithmetical[Bou07b, Har08a]. Arithmetics [FBF+02m]. Arithmetique[Wit07a, Wit07b]. armed [BF03]. Arrangement [Tak06a, Tak06b]. arrival[AGH03l]. Art [Tel06a]. Article [KP01]. articles [EY02b]. Askey [Ter06].Aspects [ADD+03, AT09f, BF06l, BF06j, BF06o, Cha08a, Coh03, Dol03f,Fus08, MP09f, MS00c, MS03b, MS04, MS07, Mon02k, DIK00h, LTJ00].Assessment [CLM+08g]. Asset [Bac04]. Associated[BM03, Bui05, Dem09, EFL01, Gre05, HH06a, NNY05, ASWY07h, FBF+02f,Fre09t, Unt00c, Unt00e]. Association [Hir02]. Associative [Li02b].Assumptions [Wil08o]. Asymetriques [Pha01]. Asymmetric [Bac04].Asymptotic[AK04d, AK04h, AK04l, Bis08i, Bis08j, Bor03, Cer01c, GL00a, GL00b, Gru02k,IK00, Mar00a, Mel02g, Sch04b, Uka06a, Yaf00a, MTJ00, Ver03, Yaf00p, VY03].Asymptotically [Chi09i, Ras07d]. Asymptotics[AF08a, AP06, CM08, Daa03, Gui09a, Gui09b, Gui09w, Hab00a, HNKS06a,HN05h, Sod07, Kol00i, Pit06b]. asymptotique [Mou00, PL03]. Atom[Efs05c]. Atomique [BM02]. Atoms [Tak06-30]. Attacks [Doi08b].Attracting [Gru02f, Gru02c, Gru02d, BvdVP02x]. Attraction[Gie07f, Gru02g]. Attractive [Mou03b]. Attractivity [Ras07a, Ras07j].Attractors [JQQ04h, Osi07a]. Aubry [Oli02m, Sib04a]. Auditory [Bor05].

6

Augmentation [MP09a]. August [DR08, Fas00a, Yor06]. Auslander[Chr00a]. Automata [WG00b, WG00g, FBF+02l, WG00c]. Automatic[FBF+02a]. Automorphic [Lee04a, Lee04c, Lee04e, Lee04j, Unt00b, Unt00c].Automorphism [Isa07h]. Automorphisms [Mol07c]. Autonomous[JM03, Ras07d]. Autotopism [Kie02h]. aux [Del02c, DDM02]. Average[KL00, Rit00a]. Average-Case [Rit00a]. Avoiding[Sla06d, Sla06e, Sla06i, Sla06l, Sla06q]. Axiom[Bow08a, Bow08c, Her06a, JQQ04g, QXZ09c]. Axiomatic [Kac06a].Axiomatics [KL01e]. Azema [MY06d].

B [Bil03h, Dol03i, Gru02i, Run02k, Oli02k]. Back[ASWY07b, AHKM08a, AT09b, BBS07a, BJS08a, BV08a, Ber07a, BCM09b,Bey07a, Bis08b, BLS07a, BvdVP02a, BvdVP02b, BvdVP02c, Bow08b,Bra08b, BSS09a, BF06a, BSPS09a, CMRT09a, CLM+08a, Cer06a, Chl09a,Chu08a, Cla06a, DFT08a, DF05a, DH09r, DFPS08b, Don07a, EH08a, Eva08c,Fal08a, Fre09c, Fre09d, Fre09e, Fre09f, Fri06b, Gie07b, Gin09a, GSE07a,Gro07a, HH06b, Han07a, Har08b, Isa07a, Kac06b, Kon08a, Kut07b, LB09a,LH09b, LH09c, Lou08a, LCL07a, MY07b, Mar08a, MY02a, MMO+07a,Mas08a, Mas07a, MK07a, Mie08a, MP09b, Mis08a, Moc09a, Mol07a,MOTV09c, Mon02i, Moo01a, NS08a, NS07a, Ols08a, Osi07b, Pet08a, Pha07a,PR07a, Pri09e, QXZ09d, Ras07b, Ras09a, Rez08a, Rob04a, RS07a, Roh09c,Rot09a, RY09a, SR09a, SF08a, Sch07g, ST08a, Sie09a, Sim08a, Sin08a,Sla06a, SV09a, Ste07a, Sum09a, Tai09d, Tak06c, Tel06b, Tia08a]. Back[Tof08a, Uka06b, Unt08b, Urb08a, Utk08a, Vak08a, Ves08a, Wal03a, Wal08a,Wei09d, Wil08b, Wit07c, Woj07a, WL08a, Xia09a, Yan09a, Zum07a, dH09a,dSW08a, vdH06b]. Background [Gro07e, HH06c, Hsu00a, Voi00e].Backlund [BPF+02m]. backprojection [Sch07p]. Backus [AGLT02c].Backus-Gilbert [AGLT02c]. Backward [EP01, MY07d, MY07h]. Balance[Mar07]. Balanced [AGH03d]. Ball [Mal03, Ole03, SZ00, Glu04]. Balls[Woj07b, Nem00e, Nem00f, Nem00i]. Banach [Sim08f, BV08b, BV08p, BC03,Chi09f, Chi09m, Chi09v, FLC08, MTJ00, Mon01a, Pis01j, Run02c, Run02f,Run02l, Run02d, Sim08c, Sim08h, Sim08i, Sim08n]. band [BJ00]. Bandits[BF03]. Barking [Tak06g, Tak06f, Tak06w, Tak06z, Tak06e, Tak06-34]. Base[Con00]. Based [BB09, Dem08, Mos08b, EK00, JM00, vdH06d, vdH06e].Bases [BHLV03i, Gre03c, GL05j, Li02d, Li02b, Li02c, Li02k, BHLV03f,Cao03b, Gre03h, Ste03q, Gre03e]. Basic[FBF+02b, Li02c, Pet08b, San05, Son08, Tel06c, Wak00b, Yaf00b, dR02h,dH09p, vdD08a, vdDW08, BV08c, Fre09h, Li02a, Mon02b]. Basics[Gin09b, Gui09c, KZ02b]. Basin [Gie07f]. Basis[BN03, Gie07c, Gie07i, Har08j, Har08m]. Baxter [CMZ02e]. Bayes [Bis08c].Beauty [Her06b]. Behavior [Gru02k]. Behaviors [GL02d]. Behaviour[Bou03a, Don07i, FR06a, Sch04b, Cer01c, Mar00a, YC04h]. Beliefs [SX04].Bell [Pit06a]. Bellman [Cer01e]. Benefiting [KS06b]. Bernoulli[Bou04, Cer06b]. Bernoullian [Bob03a]. Bessel

7

[AP07, Eis00, Pit06d, RY09f]. best [MK07d]. Beta [Har08d, Har08n].Between [FL08, Lac08, LO00, BCM09q, Cat04b, Gru02e, KL01h, Xu08].Beurling [Kut07j]. Beyond [Bey07b, Jon08t, Lom00i]. Bibliographic[Dol03g]. Bibliography [Doh03h, GOW04k, NV04k, Paj02i, Sch02e].Bidimendionnelles [KP01]. bidimensionnelles [Kur01]. bifurcating[Lom00d]. Bifurcation [Ras07a, Ras07j]. Bifurcations[BHLV03i, Han07b, Han07c, Han07d, Han07g, Ras07d, Ras07c]. Big[GOW04l]. Bilinear [Gre05]. billiards [Sib04c]. Binomial [HK03g].Biochemical [LNH06]. Biochemical/Mathematical [LNH06]. Biofilm[BJS08b]. Biological [Mim03]. Biology [MR08, Osi07e]. Biomedical[Amm09, TF09]. Biosciences [BFET05, Fri06d, Fri08, Sne05b]. Bipartite[Eva08m, Jon08b, Jon08f]. Birational [Kar04a]. Birkhoff [BHLV03d]. Birth[BBS07d, CM03]. Birth-and-growth [BBS07d]. Bishop [Phe01f].Bivariant [Cun04]. Bivariate [AD08e]. Black [RS03]. Block [Gil03o].Blocks [Chl09d, Chl09b, Chl09h]. BN [JK04c]. Bodies[BBS07f, BN03, BK03, Bou03b, BKM04, Cap08, LMTJ04, LMPTJ07, Piv07,GMR00, KL00, LTJ00, Pao00]. Body [Art04, MP04, SW03, GL00f]. Bohr[MK07b]. Bokstedt [LH09d]. Bol [Kie02i]. Boltzmann[GO08, Har00, SR09b, SR09e, Tos08, WG00e, WG00g]. Bond [ET07].Bonferroni [Doh03c, Doh03i]. Boolean [BBS07g, Pri01]. Borcherds[Bru02a]. Borel [GO08, Yan06]. Boson [AHKM08d, Dha09]. bound[Cer06e]. Boundaries [dSW08f, dSW08g, dSW08e]. Boundary[AK04s, BCM09g, BB09, Kol00a, Las04, Lun04, Pis07, Ros04, SW03, Sol03,Ste03c, Tai09a, Tai09c, Tai09e, FS00a, FS00f, Gin09h, Mar00b, Phe01d,Phe01g, Phe01h, Phe01n, Pir00]. boundary-layer [Mar00b]. Bounded[CG03, GL05a, Jon08l, Kun00a, KS07, Mon01c, Pis01m, KS01a, MK07c,Mon01d, Pis01f, Pis01e, Pis01j, Pis01d, Bil03e, Gil03r]. Boundedness[DH09s]. Bounds [BvdVP02r, Led07b, AGH03n, Gin09k, NP01p, Sch02c].bracket [Unt00f]. brackets [Unt00h, Unt00p]. Bradlow [Moc09h]. Braid[Hsu00k]. Braids [Ban09]. Brain [Amm09, Das09]. Branched [AS08].Branches [Tak06n]. Branching[BvdVP02d, DM00, HH09, Kre09, Sla06b, Har00, Pit06d]. Branes [GH02].Brascamp [Bar04, BCE04]. Bressanone [BBH+04]. Bressanone/Brixen[BBH+04]. Bridge [ASWY07j, AP06, AP07, Pit06b]. Brief[DFT08b, Ols08b, Bil03i]. Broken [Ols08h]. Brownian[AP06, BM08a, BBKM01, BP01, Bia09a, CL07, Cou07b, Dal03, ET05, Eme09,Gal03, IK00, KS00, MY06c, MY06e, MY06h, MY06i, Mei03, Mis08c, Mis08b,Mis08f, Mis08g, Mis08e, Mis08i, Mou03a, Naj07, Nou08, Pit06b, Pit06c,Pit06d, Raj06, RY09b, RY09g, Ser00, Ser07a, Ser08, Sla06j, Sla06s, SV09b].Brownien [RVY06, Lac03]. Brownienne [Mal01, BS03b]. browniennes[BL08]. browniens [Eme00d]. Bruhat [Bro04c]. Bruhat-Tits [Bro04c].Brunn [Bob07b]. Bryant [Ros02]. Bubbles [Mou03a]. Buchberger[Gre03f]. Buffer [GOW04g]. buffers [AGH03k]. Bunches [Tak06h]. Bundle[MMO+07c, MMO+07k, dS01z]. Bundles

8

[AK01, BPF+02h, Han07i, Lee04b, Lee04j, Lee04h, Kol00e]. Burkholder[FV08]. Busemann [Mil07]. BV [Bre07]. Byproducts [HN05q].

C [Dol03j, Gru02j, Run02l, Bil03i, Oli02l]. C.I.M [ADD+03, CO00]. C.I.M./C.I.M.E [CO00]. C.I.M.E [AF08a, ADD+03, ACB+03, AZ03, AAR03,BBH+04, BBSW07, BGTT02, BM08b, BHK05, BKK+09b, BG08, Bon08,BJS+00, CM06a, Can03, CMI+03, CT08, CMHL02, CCJ+03, DR08, DL04,EKMY02a, Fas00a, GAC+09, Mar07, MRR02, NS08g, PV06, TDP08, ZZ04].C.I.M.E.-E.M.S [BBH+04, BHK05]. Ca [San05]. Cadlag [Kaj08]. Calabi[Roh09a, Roh09e]. Calcium [Sha05, Sne05a, Sne05b]. Calcul [BS03a].Calculating [Ber09]. Calculations [Don05a, Gre03l]. Calculus[Bar06, BvdVP02k, Cou07b, Cut00c, DM08, Eis07, HN05m, Jef04d, Jef04g,Jef04f, Jef04b, Kar06, KW04, Ler08, Mas08b, Mis08f, Nua09, RV07, SF05,Gui09x, Pri01, Wak00b]. Calderon [DH09s, DH09t, Wil08c, Wil08d, Wil08e].Cancer [Cha08a, Fri06c, Fri06d, KS06b, Lol06]. Canonical[EFL01, EE09, Hab00b, Voi00b, Pil03b]. Cantelli [Yan06]. Cantor[FBF+02e]. CAP [Wei09e]. CAP-Localization [Wei09e]. Capacity[Paj02h, Paj02e, Paj02g]. Caps [Phe01m]. caracterization [Kur01].Cardiac [Sha05, WHG05]. Carleson [Xia01f, dR02k]. Carter [GSE07b].Cartesian [BCN03]. Cas [Mey02d]. Case[BCM09c, BSS09b, BSS09c, BHGVN06, Cut02c, Cut02d, Eme09, HH06g,Her01, Isa07d, Isa07b, Isa07c, Isa07f, Pri09g, Rit00a, Roh09g, Tak06g, Tak06f,Tak06e, Tak06-27, Urb08b, Wei09n, Wei09o, Bil03f, Bil03d, BSPS09d, Cer01a,Cer01j, Cer01k, Cer01l, Hab00a, Phe01i, Wei09i, Yaf00f, Yaf00o]. Cases[CE05e, Tak06-33, DIK00b, DIK00c]. CAT [Bou07a]. categorie [Cha01].Categories [CMZ02i, KL01c, KL01h, KL01k, LH09g, LH09f, NS08c, Chr00a,Fre09x, Fre09-27, Fre09-28, KL01i]. Category[Kas08, KL01d, NV04b, NV04a, Fre09u]. Cathy [How02]. Cauchy[Amb08, Paj02h, Paj02d]. Cell [Agu06, Lol06, Fri06d]. Cells[Rei05, San05, Sne05a]. Cellular [WG00g, WG00c, WG00b]. Center[BV08b, BV08n]. Centered [Cut02s]. Central[BK03, Hsu00k, MMO+07s, MP09g, MP09h]. Centre [GO08]. Centro[BJS+00, Fas00a, MRR02]. cercle [Leu03a]. Certain [Ob l07, HK03h].Certaines [LLP02]. certains [MR00]. Cetraro[AF08a, AZ03, AAR03, BGTT02, BM08b, BHK05, BKK+09b, BG08, CT08,CCJ+03, DR08, EKMY02a, Fas00a, GAC+09, Mar07, NS08g, PV06].Chacon [Cox08]. Chain [ASWY07c, Eva08m, Har08n, Osi07c]. Chains[Bey07j, DFPS08c, Eva08m, Har08h, HH01, JQQ04a, JQQ04b, Kre09, Tia08c,Cat04g, Eis03]. Challenging [Lou08b]. Chandra [Gui09a]. Change[Art04, Con00, KS07, Pes07]. Change-of-Variable [Pes07]. Changes[FG09]. channels [AGP09, Yaf00i]. Chaology [SF08b]. Chaotic[Eme01, MY06d]. Chaplygin [Mon02e]. Chapter [KZ02f, KZ02b, KZ02c,KZ02d, Li02a, Li02d, Li02b, Li02c, Li02e, Li02g, Li02f, Li02h]. Character[Cun04, Iwa06, Wei09f]. Characteristic [BSS09d, Let05g, AC02e].

9

Characterization [BM03, Mon01d]. Characters [Bia03, GSE07i, Sch02f].Charged [dH09b]. Charleson [dR02n]. Chemical [Mim03]. Chemotaxis[Urb08e]. Chemotherapy [KS06b]. Chern [Bru02a, Bru02f, Cun04, Tar09].Chernoff [AAFM07]. Chernoff-Type [AAFM07]. Childhood [Bau08].Choice [Her06a, Her06b, Her06c, Her06f, Her06e]. Choquet[God05, Phe01d, Phe01g, Phe01f, Phe01h, Phe01i, Phe01l, Phe01n].Choquet-Deny [God05]. Chosen [SW03]. Chow [Kar04b]. CIME[Mas08b]. Circle [BHGVN06, MK07e, MK07d, Yoc02]. Circulation[JQQ04a, JQQ04b]. CKN [Gal06]. Claims [BJR04a]. Class[BBS07d, DD03b, DFPS08f, Kac06a, PR07b, Ste07m, Ath00, Mon02f, Pil03i].Classe [BM02]. Classes [BLS07i, BSS09d, BSS09k, BSS09l, BSS09o, Bru02a,DIK00i, GL05b, Moc09j, Xia01d, Bru02f, Pil03h, Sim08e]. Classical[BNT06, Bra08c, Hsu00b, Iof09, Kie02l, Pri08a, RB06, SF06, SF05, Sol03,Wak00c, Chr00b, Dou03, HN05d, HN05f, HN05g, Rit00e, Cao03e].Classification [CE05b, CE05c, GL05c, Sae04c, Tak06d, Tak06-30, CE05d].Clebsch [AC02c]. Clifford [Jef04c, JK04c, JK04g, JK04m, NV04d, Som02c].Clifford-indices [JK04m]. Closed [BF06b, Gin09g, Gin09j, Gin09k].Closedness [ASWY07d]. Closing [Tel06d]. Closure [Doh03d]. cluster[Cer06f, Cer06t]. Clustering [AD08a, CLM+08g, Doi08a, Doi08b]. Clusters[KV00a]. CMCY [Roh09h, Roh09m]. Co [MOTV09a, Fre09g, Rab01]. Co-[MOTV09a]. Coadjoint [MMO+07s]. Coagulation [Pit06e]. Coalescence[BBKM01]. coalescent [Pit06i]. Coalescing [Eva08j]. Coarse [Cer06c].Cobordism [KL01h]. Cobordisms [KL01d, KL01k]. Cocommutative[Som02h]. Cocycles [Bha05, MMO+07t]. codes [Sch02d]. codiffuseurs[Eme00f]. Codimension [Kho03]. Coefficient [GL05d]. Coefficients[Bob03a, Ste07d, Cer01g, Rab01, Unt00q, Van03]. Coends [KL01a].coexistence [Cer06u]. Coherent [BSS09d, CLM+08f, LH09v].Cohomological [Mon01b]. Cohomologie [Kah04]. Cohomologies[NS08e, NS08f, NS08d]. Cohomology [AK01, BGTT02, Con04, Gre03c,Lee04c, Mon01c, Pfl01c, Tha08, Wei09g, Gre03l, Mon01d, Wei09b, Bro04f].collaboration [AAR03]. Collapse [dH09j]. Collapsing [Mal03]. College[SG02]. colliding [O’C03]. Collisions [CL07]. colored [DH08].Combinations [Pil03k, Pil03e, Pil03d]. Combinatorial [Doh03g, PP06].Combinatorics [FBF+02m, VY03, Hsu00c]. comme [CSM02].Commensurate [GL02f]. Comment [Mil07, Sch00]. Comments[dR02o, Bil03i]. Common [Chi09e, Chi09c, Chi09d]. commutatifs [God05].Commutative [Chl09e, Hir02, KZ02f, Mas03, NP01q, Gre03h, Som02g].Commutativity [LH09e]. Commuting [Chi09d, MMO+07b]. Compact[Dol03b, Fuh05c, Gil03p, Gil03d, GdS03d, Mon01c, Rot09f, dS01b, CL02c,Gil03q, Gin09d, Gin09h, Kus05, Run02b, Ste03v]. Compactifying [Ols08c].Compactness [HH01, HN05l]. Comparative [WL08b]. Comparison[Gru02i, HK03c, AGH03l]. Compartmental [Bra08i, vdD08a].Compatibility [BG08]. Compatible [dS01c]. complements [BL08].Complete [BF06d, BF06c, Reb06]. Completely

10

[Fag06, Goh04e, Pis01m, Phe01b, Van01a, Pis01f, Pis01e, Pis01j].Completeness [BF06n, Bol08, Gre03j, Yaf00a, Yaf00p]. Completion[BF06e, GR03e]. Complex[Aba04, Fin06, For04, Hua04, Kol00b, Pil03k, Roh09a, Roh09e, Roh09i, Sae04d,Ste07o, Tak06-30, TDP08, Vog08, ZZ04, dS01a, dS01d, Bro04c, Kol00f].Complexes [Jon08u, ASWY07h, Chr00d]. Complexity[Lio00, Ric09, Cat04e]. components [Ste03m]. Comportement[Mou00, Eme00b]. Composite [Xia01a, Pit06a]. Composition[Enr07, Unt00a, AC02d]. Compound [Tak06e]. compressible [SR09c].compression [Cat04b, Cat04a]. Computation[Dol03m, Gre03c, Li02f, MV06, Roh09d, Sch07h, Sch07i]. Computational[BLS07b, Cha08a, Coh03, Deu00, Gau06, BJS+00]. Computations[EH08b, Gin09e]. Computer [Gat00, Koe03]. computerized [Sch07i].Computing [BHLV03i, KV00b, Wal08b, BHLV03g]. Concave[BN03, Bob07a, Fou05]. Concentrated [Sod07]. Concentration[Bob03a, Bob03b, Gui09d, Gui09e, Mal09, Mas07b, SZ00, dRV00, MP07].Concepts [Pet08b, San05, Son08, Deu00, Yaf00b]. Concerning[Izh04a, JS04]. Concise [PR07c]. Concluding [Tai09f]. Conclusion[Cao03h, Sch07j, Sch07k, Sch07l, Sch07m]. concrete [Kel00a]. Condition[Don07k, Kot06]. conditional [Jac03]. Conditioned [Don07g]. Conditions[Bil03j, BG08, BF06n, Dol03h, Fil01h, GRKVL02f, GRKVL02a, Kut07f,Kut07g, MMO+07q, Str03]. Conduction [AGLT02k, AGLT02g].Conductivity [AK04p]. Cone [Rot09g, Unt00k]. Cone-Valued [Rot09g].Cones [Rot09d, Ste03p, Ste03o]. Conformal[BFL+02, BPF+02k, Gur09, Hab00g, Vas02c, Vas02g, Hab00b, Hab00e].Conjecture [GRKVL02b, Wei09l, Zha02e, NP01k]. conjectures[Paj02f, Ste03n]. Conley [Kun00g]. connected[BSPS09c, Eis03, Jon08s, Jon08t, Let05b]. Connection [HN05c].Connections [Dol03h, HH06i, Lom00h]. Connes [Cun04]. Connexions[Eme00a]. Consequences [Ste07b, Sim08f]. Consistency[BvdVP02m, Fil01i]. Consistent [Fil01g, Fil01c]. Constant[Bou03b, Hab00g, Lom00e, Pao00]. Constants [Bob07a, BKM04].Constellar [Tak06f]. Constrained [Bey07d, Rog03]. Constraints[ST03, Sus08, Oli02f]. Constructed [LH09e]. Constructing [Tia02, Gre03g].Construction[Don05b, Gie07c, Gie07d, JQQ04c, KL01b, Roh09e, Tak06g, Tak06f, Tak06h,Tak06i, Tak06k, Tak06l, Tak06m, Tak06j, Tak06y, BvdVP02u, KL01a].constructions [Fre09h, Fre09-31, Pit06g, Pit06k, Som02f]. Constructive[Lom00e]. Consumption [BF03, Rog03]. Contact[GRMH08, Sla06c, dS01e, dS01f]. Contemporary [Kot09]. Content[YC04a]. contents [Pis01a]. Continu [Mey02d]. Continual [Bar06].Continuation [MY07j]. Continuity[BLM08, Urb08i, Ves08e, FSU01, Gre03a]. Continuous[Bar04, Bey07e, Bey07o, Fuh05g, JQQ04b, LB08, MOTV09a, MOTV09b,

11

Mon01c, Pri09f, Pri09l, Pri09m, Gal03, Mon01d, Unt00s, GOW04f].Continuous-Time [LB08]. Continuum [Eva08b, Gio08, God08].Contracting [Pat05]. Contraction [WHG05]. contractive[Chi09b, Chi09g, Chi09h, Chi09k, Chi09l]. Contrario [CLM+08b, CLM+08l].contre [DDD02]. contre-exemple [DDD02]. Control[Agr08, AGH03a, Gru02k, Hip04, KS06b, Las04, MY07k, Mon02k, NS08g,Pfl01b, Utk08b, AGH03f, AGH03j, Cer01b, HCG+00, JM00, Mon02h].Controllability [Osi07d]. Controls [Las04]. Convective[HNKS06b, HNKS06e]. Convention [MY06b]. Conventions[Bey07c, Chr00c, Bil03k]. Convergence[Bec06, Bis08n, Bis08o, BvdVP02t, CLP07, EM05, HH09, Har00, Iva03,Kar06, Ryz09, Sch07n, Sla06d, Vil08, dR02p, Jac03, SST09, HK03d, Ste03x].Conversations [Iwa06]. Convex [Art04, BBS07f, Bil03j, BN03, BK03,BKM04, Chi09o, GMR00, LMTJ04, LMPTJ07, MP04, Naz03a, Piv07,Rot09d, SW03, Bil03e, GL00f, LTJ00, Pao00, Sib04c, Wen03f]. convexes[Eme00b]. Convexity [AGH03c, Dol03h, AGH03m]. Convolution[Chu08b, Chu08f, Chu08g, Pri01]. convolutions [CC08]. Cooperative[Chu02e, Chu02f]. Copolymers [dH09c, dH09d]. Cores [Tak06-28]. Corners[KL01j]. Correction [KP01, Sch07b]. Correlated [Enr07]. Correlation[Woj07b]. Cortical [LB09b]. Cosets [Wei09a]. Cosiness [ES01].Cosmological [AD08a]. Cost [Mec07, Ant00]. Costs[KM04c, Ras03, Ras09b]. Cotangent [MMO+07c, MMO+07k, dS01z, Kol00e].Cotype [GM04]. Coulomb [Fer08]. Countable [Chi09c, Wen03c].Countably [Mel02d, Mel02f, Mel02e]. Counting [HB06, Pil03h]. Coupled[Ste03e, Ste03h]. Coupling [WHG05]. courbes [Wit07a, Wit07b, Wit07e].Courrege [Kol00i]. Cours [Mey02e, SG02]. Course [PR07c]. Courses[Mas08b, SG02]. covecteurs [Eme00f]. Cover [DF05b]. Coverings[BF06m, Roh09a]. Covers [AS08, Roh09f, Roh09o]. CR[ZZ04, Tum04, Yan09b]. Created [Buh05]. Creation [Pri09c, Ser08]. Credit[BJR04b, Car07]. Creeping [Don07b]. Cremona [AC02i, AC02g, AC02b].Criteria [CS05, HN05l, NP01e, Zum07b, KS01b]. Criterion [ES01]. Critical[HNKS06b, HNKS06c, Mou03b, Rei04b, Rei04c]. Cross [NCCFM08].Cross-Immunity [NCCFM08]. Crossed [Efs05c]. Crossing [Pis07].Crustal [Tak06x]. Crusts [Tak06-27]. Cryptographic [Doi08b]. Crystal[CP06, Cer06-27]. Crystalline [Dol03m, NS08e, NS08f]. Crystallization[CM03, Cap00a]. Crystallography [Dol03i]. Cube [Glu04, Ant00, Wag00].Cubic [CG03]. cumulants [Bia03, CC08]. cumulated [Cat04c]. Curvature[BPF+02i, DD03a, Paj02h, Paj02c, PR02]. Curve[Cao03i, Fil01e, Cao03e, Cao03c, Cao03f, Cao03b, Cao03a, Cao03d]. Curves[Ade01c, Ade01d, Bro04i, CLM+08d, Cut02s, ST08b, Tak06-30, Vak08b,Vas02b, Vas02g, Wer04, AC02f, JK04g, Oko03, Ste03o, Ste03m, Van01b,Wit07e]. cusp [Unt00g]. cusp-forms [Unt00g]. Cuspidal [YC04i]. Cycle[Agu06, Fri06d]. Cyclic[Con04, Cun04, GRMH08, Roh09a, Roh09f, Roh09o, Pis01i, Sch02d].

12

Cyclotomic [Chl09b, Sch02f]. cylinders [HCG+00].

D [Bil03k, Oli02m, Run02m, DBAP08, Fla08, Sch07i]. Dalang [KS06a]. dans[CSM02, Eme00e, Leu03b, Yor02b]. d’apres [KS03]. Darboux[BPF+02d, dS01g]. Data[LH09u, Cat04b, Cat04a, Cer01j, Cer01k, Cer01l, Rit00f]. d’Attal [KP01].Davis [FV08]. Dawson [BvdVP02d]. D’Azema [Pha01, KP01, Kur01].Decay [Bui05, HN05e]. Decaying [Bou03c]. Decision [CLM+08b, Jon08c].Decoherence [BO06]. Decomposability [App06]. Decomposition[Ade01a, Ade01b, BCN03, BM02, CJMS06, Jak05, Pil03b, Roh09j, Ste03e,Ste03h, Unt00h, Unt00r, Pil03f]. Decompositions[AP06, Ras07h, Pil03g, Run02a]. Decoupling[Cer06d, Piv07, STJ07, Teu03f]. Defaultable [BJR04a]. defect [Sch07b].defined [CC08]. Definition [Mon01d, JK04g]. Definitions[Cut02m, Fre09h, Rit00e, Tel06c]. Deformation [Cat08, DIK00b, DIK00c,DIK00i, Man08, FS00a, FS00f, Ste03u, Ste03w, Ste03p]. Deformations[Ste03y, Tak06g, Tak06f, Tak06h, Tak06i, Tak06k, Tak06l, Tak06m, Tak06j,Tak06n, Tak06o, Tak06w, Tak06y, Tak06-29, Tak06-30, Tak06z, Ste03r,Ste03t, Ste03v, Ste03i]. Deformed [Led07b]. Degenerate[MY07h, Urb08g, Cer01a, Kol00e, Naz03b, Sie09b, Sie09g]. Degenerations[Tak06-29, Tak06-30]. degre [Wit07f]. Degree[AMAF02, ABFM02, AM02b, Bun02, Jon08l, Ols08g, Roh09g]. Degrees[NP01c, NP01d]. Dehn [Sei08]. del [Wit07f]. Delay[GL02b, GL02d, GL02f, Nus03]. Delay-Differential [GL02b, GL02d, GL02f].Delayed [KS06a]. Delays [GL02f]. deletion [Ser08]. Deligne[Let05c, Let05f]. Denjoy [Paj02f]. Dense [Roh09i]. Denses [Yor02b].Densities [BBS07d, KS01a, Kol00k]. Density [Doz03, Kut07a, Kut07f,Kut07g, Kut07i, Kut07j, Mas07c, Ves08c, Ves08b, Bil03h]. Denumerable[JQQ04a]. Deny [God05]. Dependence[GOW04i, KS06b, Cer01j, Cer01k, Cer01l]. Dependent[Bou03a, Sne05a, STJ07, NT00, Ruz00b, Ruz00c]. depinning [BvdVP02v].Derivation [RS03, SR09i, AK04d, AK04h, AK04l]. derivations[Pis01f, Kie02d]. Derivative [HH06h]. Derivatives[Aba04, CR08, Ros05, MK07f, MK07g, MK07h]. Derived[DGMR08, Kas08, LH09g, LH09h, LH09i, LH09j, LH09f, LH09w, MP09c,NS08c, Wen03h, Wen03e]. Derrida [BK07]. Descent[Chi09n, LH09k, Sch02b]. Description [Pha01, Lom00d, Pis01a].Descriptions [Khe09, Lac08]. Design [CO00, Sch07o, Utk08b, Pir00, Tar00].Detaille [Mey02a]. d’Ete[ASTB03, Ber00a, Ber02, Bra08h, CP04, CP06, Don07m, Eva08h, Gui09w,LCL07d, MP07, Pic05, PP06, SP06, TZP04, TW04, dH09q]. Detection[AK04p, AK04q, AK04r, Amm09, AK04i, AK04m]. Determination[Chl09h, Gie07f]. Deterministic [AB01, vdD08a, AGH03i]. Deux[Bro03, Wit07e]. Developments [AHKM08m, AMR03, AJP06c, Don07d].

13

Deviation [Led07a, Cer06q, Cer06x, Gui09t, Cat04f]. Deviations[Bis08h, GOW04e, GOW04c, GOW04j, Gui09v, Pha07d, Cer06z, Fer08,Gui09u, JW00]. Diagram [LH09v, LH09y]. Diagrammatic [Sla06e].Diagrams [LH09e, LH09j, LH09l, Ver03]. Dialgebra [Rab01]. Dialgebras[Lod01, LCFG01a]. Diameter [Art04]. dichotomies[BV08c, BV08k, BV08o]. Diffeomorphisms[Bow08a, Bow08c, Cha08b, Yoc02]. different [Phe01j]. Differentiability[FS00a]. Differentiable[Cat08, GdS03a, GdS03g, Sae04g, GdS03e, GdS03b, GdS03f, Oli02a].Differential [AB01, BV08r, Bey07b, Bis08l, Bis08m, BE00, CE05a, CE05j,Chu02e, Chu02f, DM08, Deu00, EP01, Eva08a, Fag06, Gil03e, GL02b, GL02d,GL02f, JM03, JL05f, KRA09, Kho09, LCL07b, LCL07c, MY07d, MY07h,Mar00f, Mas08b, Mis08g, Mue09, Nua09, Nus03, Pfl01d, PR07c, PR07b,PR07f, RW08, Sie09f, Tai09b, Tof08b, Wu08, vdH06l, Ath00, Bas03, BC03,HN05m, Kun00j, Nem00g, NP01m, Oli02b, Sie09d, vdH06a, vdH06g, LCL07d].Differential-Delay [Nus03]. Differentials [Sus08]. Differentiation[KMS01]. differentielles [Bro03]. diffractometry [Sch07c]. diffuseurs[Eme00f]. Diffusion[All03, Cos08, DGMR08, EFL01, JQQ04e, JQQ04c, JQQ04d, Kot06, Mel02b,Mim03, Ben03, Cap00b, Har00, Hir03, Hu00, Kol00b, Kol00e, Kol00f, Kol00h].Diffusions [Bis08a, Bis08d, Bis08i, Bis08j, Bis08h, Bis08k, Bis08n, Eva08d,HH09, Kol00g, Kol00c, Kol00k]. Diffusive [MP03]. Digraph [Jon08d].digression [Unt00d]. Dihedral [Dem09, Jon08e]. Dilation [Fag06].Dilations [Bha05, Goh04a, Phe01o]. Dimension[BCM09i, Cer01i, MP09d, MP09g, Ras07c, Sod07, dH09m, dH09n, Chr00b,Chr00d, Li02e, Nou08, Riv02, RY09f, Sim03, Som02i, Som02j]. Dimensional[AF08b, AP07, BS04, Bou03c, DFPS08j, GRKVL02d, Gro07b, GL05f, Har08e,Kot06, Mee02, Mil07, Naj07, Pau06, Pha07c, Sei08, Unt08g, YYY09,BvdVP02u, BvdVP02p, BvdVP02v, BSPS09d, Gre03e, Izh04a, Lau09, LTJ00,Van01h]. Dimensionality [QXZ09f]. Dimensions[Chr00h, Cut02n, Fil01b, PR07f, Wil08k, Hab00c, Lom00b]. dimodules[CMZ02g]. d’Integrales [Yor02d]. diophantienne [NP01h]. Diophantine[AZ03, FBF+02c, NP01f, NP01h]. Dirac[BCM09c, Gin09c, Gin09d, Gin09i, HH06f, HH06j]. Direct[LH09h, LH09s, LH09w]. Directed [Jon08f]. directional [MK07g].Directions [CLM+08k, Hsu00e]. Dirichlet[Cip08, CJMS06, DGP00, Ste03c, Ste07c, Ste07d]. Disasters[Her06f, Her06e, Her06d]. Disconnected [Jon08g]. discontinuous [Han03].Discrete [AGH03a, Bec06, BF06d, Eme01, GM07, Jon08h, MP03, Pri09g,Pri09m, Ser07b, AGH03l, Fer08, Pri08b, Sch07y, Sch07z, Unt00t, Wag00].Discrete-Event [AGH03a]. discrete-time [AGH03l]. Discretely[Bis08d, Bis08j]. Discretization [Gru02k, Gru02a, Gru02e, Ste03d].Discretizations [Gru02f]. Discs [Tum04]. Discussion [JQQ04d]. Disease[GLW08, Yan08]. Diseases [Bau08, JP08, MT08]. Disordered

14

[Pas04, Ton09, DH08]. Disparition [Att06a]. Dispersal [Lou08b].Disposition [GL05e, GL05m]. dissipation [JQQ04d]. Dissipative[HNKS06a, Tos08, Vil03]. Distance [Eva08f, Bol08, SST09]. Distances[BCM09q]. Distribution [JQQ04a, JQQ04b, Ste07o, Ste07p, Yan08, Sch07e].Distributions[Bob03a, Bob07a, BF06k, Cox08, DH09z, GL00c, Iva03, MMO+07p, Unt00e,GL00a, GL00b, GL00d, Kaj08, Unt00b, Unt00j, Unt00m, Unt00u]. d’Ito[Sim03]. Divergence [CS08, Pri09i]. Divisibility [BNT06]. Division[Agu06]. Divisors [Bru02a, EKMY02a, Bru02f, MY02b]. DNA [KL09]. Doi[CMZ02b]. Dolbeault [dS01h]. Domain [BLS07i, Ste03e, Ste03h]. Domains[BLS07c, FL08, LB09b, Gru02g]. Donaldson [Moc09b]. dont [BS03b]. Doob[Jak05]. Doppler [Sch07y]. d’ordre [Eme00e]. Double[KL01b, KL01c, KL01d, KL01h, Wei09a, CM02, HK03b]. Doubly [Urb08h].Drag [HCG+00]. drawdown [Mei03]. Drift [All03, Ser08]. Drift-Diffusion[All03]. Drifts [BvdVP02h]. Drinfel’d [Som02n, Som02g, Som02h, CMZ02e].Driven [BJS+00, LCL07b, LCL07c, LCL07d, Bas03, Nou08]. Drug [KS06b].Dual [FJ04f, Fra06, Mey02d, Unt00n]. Duality [Chi09f, Con00, Gre03a,JL05h, LH09a, LH09l, Rog03, MS00b, Sim08b, Wen03g]. Dufresne [Bai08].d’un [Bai08]. d’une [Leu03a, Sim03, Yor02a]. d’unicite [Bro03]. Dunkl[Dem09, MY06d, Ros03]. Duration [Deb09]. Dvoretzky [Sch07a]. Dyadic[Xia01b]. Dynamic [Car07, Rin03, Son03]. Dynamical[BO06, Cho03, Chu02a, Chu02b, Chu02c, Chu02d, Gat00, Gru02k, Han07g,HH01, JQQ04i, JQQ04k, Kun00f, MP03, Mor08, Osi07f, Osi07e, Pil03k, Pil06,Ras07a, Ric09, Ter05, FBF+02f, FBF+02k, Kun00g, Kun00h, Kun00d,Kun00e, Kun00i, CCJ+03, EKMY02a]. Dynamics[AdlPP+08, BHK05, Fla08, FBF+02m, For04, Gru02a, Gui07, LB09b, LB08,Lou08b, Mie08c, Mof09, NL08, Osi07k, Sib04g, Sne05a, Sne05b, Ter05,Teu03g, dS01e, dH09o, Teu03e].

E.M.S [BBH+04, BHK05]. Ecole[ASTB03, Ber00a, Ber02, Bra08h, CP04, Don07m, Eva08h, Gui09w, LCL07d,MP07, Pic05, PP06, SP06, TZP04, dH09q, CP06, TW04]. Ecological[Cos08]. Ecology [Fri08]. editorial [Sch00]. Effective [All08a, Ste07e].Effects [HN05g]. Efficient [BvdVP02l]. Eigenfunctions[BLS07c, HN05e, Kul09, Yaf00l]. Eigenvalue[Gui09v, Gin09g, Gin09h, Gin09k]. Eigenvalues[Gil03n, HN05h, Kul09, Led03, Led07a, Zha02b, Dou03, Gin09j, Lom00d].Eigenvectors [BLS07h]. Einstein [Oli02l, Tel06e]. Eisenstein[JL05b, JL05c, JL05d, Unt00f, Unt00h, Unt00m, Unt00s, Unt00t]. either[Her06d]. Elastic [AK04q, dH09e, AK04k]. Elasticity [Fal08b]. Elastomers[Dol03c]. elastoplasticity [FS00f]. Elastostatics [AK04j]. Electric [Das09].Electrical [Amm09, SW09]. Electromagnetic [AK04r, DBAP08].Electrorheological [Ruz00b, Ruz00c, Ruz00a, Ruz00e]. Element[AMAF02, ABFM02, AM02b, Bun02, Dur08, Fal08b, Mel02i]. Elementaire

15

[Pha01]. Elementary [Bal04, GL05c, Her06g, Wil08f, Caf03]. Elements[Att06b, BBF08, BG08, Bra03, Dol03i, Fal08c, RV07, Kho08, Tel06p, Wei09m].Elimination [Li02e, NP01g, NP01g]. Ellipsoid [MP04]. Ellipsoidal [Das09].Ellipsoids [Kla04]. Elliptic [Ade01c, Ade01d, Bro04i, Lee04b, Ste03c,Tai09a, Tar09, Bil03d, Cap00b, DIK00b]. Embedded [BCM09a, PR02].Embedding [Pis07, Xia01a, Fre09a, Zva00]. Embeddings [GL05h, GdS03h].Emerging [JP08]. Emery [KP01]. Emile [GO08]. Empirical[BvdVP02m, BvdVP02n, Cat04e]. Encoding [CLM+08i]. endofoncteur[Cha01]. Endomorphisms [QXZ09b, QXZ09c, QXZ09j, QXZ09l, QXZ09m].Endoscopy [Wei09g, Wei09k]. energies [Bou00]. Energy[Dol03c, BHLV03c, Cer06w, Gui09y]. energy-momentum [BHLV03c].Enhanced [Cer06e, FV08, Moc09d]. Enlargements [MY06e]. Enriques[DIK00f, DIK00g, DIK00k]. Ensemble [Del02e]. Ensembles[Del02a, Del02b, Led07b]. Entanglement [Wal08b]. Entire [Gil03k].Entropy [DGMR08, JQQ04a, JQQ04b, JQQ04c, JQQ04d, LMPTJ07, Osi07g,QXZ09h, QXZ09j, QXZ09l, Vil08, Cha03, Gui09g, MS00b, SV00, GO08,JQQ04g, JQQ04i, JQQ04e, YC04c]. entwined [CMZ02b, CMZ02c].Enumeration [Hir02, Sta03]. Enumerative [BM08b]. envelopes [MTJ00].Environment [Zei04, Hir03]. Epidemic [All08b, Bra08j]. Epidemics[Bra08k, Ear08]. Epidemiology [Bra08i, BvdDW08, LB08, MR08].Epilogue [Gre03b, Sae04e, AGLT02h, HN05j]. Equation[All08a, Amb08, BCE04, Bey07k, Bey07n, Caf03, Cra08, Dal09, GO08, HN05i,SR09e, Tos08, Wan09, CMZ02h, CMZ02f, CMZ02g, CMZ02e, CC01, Kol00b,Mar00b, Oli02l, Pri08b, SR09b, Ste03w, Xia01h, Xu09, Sim03]. Equations[AB01, All03, Arn08, BBS07d, BV08r, Ber07f, Bey07b, Bey07f, Bey07g, Bis08l,Bis08m, BE00, Bou03a, CMZ02i, CE05a, CE05j, Chi09a, Chu02e, Chu02f,Cla06b, Con06, Cos08, DM08, Dah03, Dem08, EP01, Eva08a, Fag06, Fil01f,Fil01b, Gal06, GL02b, HNKS06a, HNKS06b, HNKS06c, HNKS06e, HNKS06f,INP04, JM03, KRA09, Kho09, KW04, Las04, LCL07b, LCL07c, LCL07d,MY07d, MY07h, MY07i, Mar00c, Mar00f, Mas08b, Mey06, Mis08g, Mue09,Nua09, Nus03, PR07c, PR07b, PR07f, Sch04b, Sie09f, Uka06a, Wu08, Zhi01d,dSW08d, Ath00, BV08s, Bas03, BC03, Cer01e, Cer01h, Cer01g, Deu00, Kol00f,KV00c, Lom00h, Moo01c, NP01m, Yaf00k, Zhi01a, vdH06a, vdH06g, Bro03].Equilibria [Han07b]. Equilibrium [AJPP06, Cha08b, Fin06, HN05o, Vil08].Equity [Car07]. Equivalence[BCM09d, Hua04, Kar04a, KM04c, KM04a, Kec04, Buh05]. Equivalences[Kel00e]. equivalent [Che03, KS01a]. equivalentes [Bro03]. equivariance[BV08n]. Equivariant [Gat00, Kas08]. Ergodic[Bel06, Bow08c, Cha08b, Her01, QXZ09b, QXZ09e, Phe01c]. Ergodicity[Bou07a, Cer01d]. Errata [FJ04j, FJ04k, FJ04l, FJ04m, FJ04n]. Erratum[Mie08b, Ras09b]. Error [Ber07b, AGLT02d]. Errors [Wil08m]. Espace[DGP00]. Espaces [Yor02b]. Essential [Chl09f, MP04]. est[BS03b, Mey02d]. Estimate [Ves08g, Cer06o]. Estimates[AAFM07, Ben05, Del03, Gil03p, GL05d, HN05s, JL05e, Kho08, MK07c,

16

MK07e, MK07d, MK07f, MK07g, MK07h, NP01q, Pao03, Sla06e, Ste03h,Tai09i, Urb08j, AGLT02d, Gin09g, Gin09h, Gui09-27, IK00, MK07b, Nem00a,Nem00b, NP01m, Tel06k, Tel06q, Tel06r]. Estimating[Bis08d, Nem00c, Nem00d, Nem00e, Nem00f, Nem00g]. Estimation[Bis08a, Bis08c, Bis08k, Bis08l, LB09b, Mas07c, Pet08f, Pet08g, Pet08h,Cat04b, Nem00i]. Estimators [Bis08h, Bis08n, Bis08o, BvdVP02m,BvdVP02n, BvdVP02l, BvdVP02p, Cat04d, Cat04e]. Estivo[BJS+00, Fas00a, MRR02]. Euclidean[App05, GOW04c, GL00f, LMPTJ07, Lyu04, Rei04e, Rei04f]. Euclidian[LB09b]. Euler [VY03, BSS09j, Con06, SR09c, SR09f, Ste07c]. Euro[ADD+03]. Euro-Summer [ADD+03]. European [VY03]. evaluating[Lom00f]. Evaluation [Gro07g]. Evaluations [Pen04]. Even [Lyu04]. Event[AGH03a, AGH03e, AGH03f]. Events [STJ07]. everyone [Str00]. Evolution[Arn08, BBS07d, Bey07b, Bey07f, Bey07g, Bey07j, Bey07k, Bey07n, Cao03i,Fri08, INP04, Lou08b, Mey06, Sch04b, Sol03, Tia08b, Tia08c, Tia08d, Tia08e,Cao03a, Cao03d, Cao03e, Cao03f]. Evolutionary [Mie08c, Zhi01a].Evolutions [Wer04]. Evolving [ADD+03]. Exact [Dem08, QXZ09f].Example [Chi09g, Rit00e, Ste03s]. Examples[AT09c, Bey07d, Bey07e, Bey07f, Bey07g, Gie07a, Gru02j, Hsu00d, Li02a,MMO+07d, PR07e, Roh09h, Roh09i, Roh09n, Tak06v, Tak06w, Tak06z,dSW08h, ASWY07l, Fre09s, Goh04d, Pil03j, Run02d, Som02d]. Exceptional[Iwa06]. Excessive [Bui05]. Exchangeable [Pit06f]. Excitable [Sne05a].Excitation [WHG05, Sie09d]. Excitation-Contraction [WHG05].Exclusion [Doh03i]. Excursion [Don05a, Pis07, Sla06j].Excursion-Theoretical [Pis07]. Excursions[Dal03, Deb09, Don07h, Hob00, Lac03, RY09f]. exemple [DDD02].Exercises [MY06f]. Exhaust [Tak06-33]. Existence [Ale04c, AP03, Mar00d,Ser07b, Ves08c, Ves08b, BSPS09f, JK04h, Phe01f, Zhi01a]. Exit[EFL01, Pis05, Sie09b]. Expanding [QXZ09g]. Expansion [Sla06f, SP06,Sla06k, Sla06l, AGLT02b, Bru02d, Gui09f, Gui09y, Unt00f, Unt00s, Unt00t].Expansions [AK04l, AK09, DH09y, Mel02g, Sla06g, Xia01i]. Expectations[AHKM08c, AHKM08b, Pen04]. Experimental [CLM+08c, Gre03k].Experiments [BLS07b, CLM+08j, Sch07x]. Explaining [Bau08]. Explicit[Gin09e, dSW08h]. Exploration [LB09b]. Exponent [Urb08b, Sch02c].Exponential [BV08c, Ben05, BS04, Bui05, Daa03, Eis00, Lom00f, Mas07d,Wil08g, Wil08r, BV08k, BV08o, Cat04g]. Exponential-Square [Wil08r].Exponentially [HN05h, Mel02f]. Exponentielles [Yor02c]. Exponents[JQQ04i, JQQ04h, Osi07r, QXZ09e, Sie09f, Bou00, Kun00d, Sie09e].Extended [Bre03, Gio08, Rug08]. Extending [Cox08, Phe01j, Phe01m].Extension [Fre09i, Xia01g]. Extensions [DFPS08d, Fuh05e, GS09b, Hsu00k,KZ02f, MMO+07i, MMO+07s, RVY06, vdD08a, KZ02b, Teu03d, Goh04a].Exterior [YC04g]. External [NV04f]. Extracting [CLM+08d]. Extremal[STJV03, Tum04, Vas02c, Vas02d, Vas02b, Lau09]. extremales [Ben03].Extreme [DFPS08f]. Eyring [FS00b].

17

F [Chi09t, Chi09q]. F-Accretive [Chi09q]. Faber [BLS07d, BLS07h].Facets [GGM07]. Facilitated [CMRT09b]. factor [Wei09j]. Factorisation[Don07f]. factorization [AC02h]. Factors [DFPS08a, DFPS08g, Kel00e].Facts [Chu02a, Goh04e, Ler08, Fas00c]. Faithful[AMAF02, ABFM02, Bun02]. Families[AD08e, BM03, Chi09e, Chi09c, Chi09d, Chi09h, Chi09i, Chl09b, NS08f, Pet08c,Pet08d, Roh09h, Roh09i, Roh09m, Roh09o, Vas02b, Vas02g, RK00, Lee04f].Fast [KS00]. fat [Ste03s]. Favorite [DF05b]. fBm [Mis08h]. FBSDEs[MY07a, MY07c, MY07l]. feedback [AGH03j]. Feller [Kol00i]. FEM[Mel02b]. Fenchel [Sim08b]. Fermi [DF06, Mar00c]. Few[DFPS08a, DFPS08g]. Feynman[AHKM08d, AHKM08e, AHKM08f, AHKM08l, DM00, Jef04g, RY09b].Fibers [Roh09i, Sae04c, Sae04d, Sae04g, Tak06x, Tak06-28]. Fibrations[Kie02k, BF06d]. Fibre [Sam08]. Fibred [GdS03j]. Field[AHKM08d, KL01j, KL01e, Rob04b, Tal07, Sch02b]. Fields [Ade01b, Ade01g,Amb08, Bou07b, BSS09b, BSS09i, DBAP08, Efs05c, GH02, HH06k, HN05q,Kie02l, LB09b, Sch02f, Ste07j, Xia09b, dS01r, BSS09n, Lom00j, Oli02b].Filtered [Li02k, NS08c, Sch07p, Li02d]. Filtered-Graded [Li02k, Li02d].Filtering [Mis08b, DM00]. Filtration [Eme09, Fas00b, Leu03a, Mal01,Osi07h, Yor02a, BS03b, DGP00, Fas00c, Mik00, Fas00a]. Filtrations[Buh05, Eme06, Mal01, MY06e, MY06i, NS08e, NS08f, NS08d, Han03].Finance [BBH+04, BBF+03, CCE+04, CEKH+07b, Cut00d, Pha07d].Financial [Bau03, Mis08c, SX04, Ras09b]. Finding [Pet08g]. fine[Naz03b, GR03d]. Finite [BBF08, BG08, Bou07b, Bra03, Cer01i, Chi09e,Chi09h, Chi09i, Dur08, Fal08b, Fal08c, FR06b, Gil03m, Gil03n, Gro07b,GL05f, GL05j, Hsu00k, JQQ04b, KH07, Let05h, PR07f, Sch02f, YC04j,Cer06v, FBF+02l, Gre03e, Kuk02, PR02, GdS03l, Mel02i].Finite-Dimensional [Gro07b, Gre03e]. finite-gap [Kuk02]. Finiteness[Bro04g]. First [Gui09f, Izh04b, JL05c, YYY09, IK00, GL02e, Teu03b].First-order [Gui09f]. First-Out [GL02e]. Fit [Pha07c]. Fitzpatrick[Sim08j]. Fixed [Ber07b, Ber07e, Ber07i, Ber07k, Ber07l, Car07, Chi09b,Chi09e, Chi09c, Chi09d, Chi09r, Sib04d]. FK [Cer06f, Cer06r]. Flat[MRR02, Mee02, Hab00a, Hab00b]. flatness [Chr00e]. Floer [Tha08].Floquet [Lom00e]. Flour[ASTB03, Ber00a, Ber02, Bra08h, CP04, CP06, Don07m, Eva08h, Gui09w,LCL07d, MP07, Pic05, PP06, SP06, TZP04, TW04, dH09q]. Flow[DD03a, EH08b, LvdLM00, Cao03c, EK00, HCG+00, Zol00]. Flows[CM06a, GOW04h, Urb08b, Ruz00b, Ruz00c]. � [Mey02d]. �BMO�

[Mey02d]. �Generale� [Mey02a]. fluctuating [IK00]. Fluctuation[JQQ04d, KP05, Don07m]. Fluctuation-dissipation [JQQ04d].Fluctuations [BPT+08, KP08]. Fluid[Cut00b, Fla08, Mof09, Uka06a, BKK+09b]. Fluids[FS00b, FS00e, Ruz00a, Urb08e, Bil03i, FS00d, Ruz00b, Ruz00c, Ruz00e].Fock [Pau06]. Fokker [HN05i, HN05n, HN05r, HN05s, HN05o]. Folds

18

[Cut02o, Cut02u]. Fonctions [Eme00b, Ben03, God05, Mou00].Fondamentaux [Del02d]. Force [Pat05]. forest [Pit06c]. Forests[Jon08f, Jon08i, Pit06i, Pit06j]. Form[AHKM08h, CLP07, Han07h, dS01z, Oli02l, Voi00b]. formal [SR09b, Ste03u].Formalism [Bow08e]. formalisms [Oli02j]. Formats [Ste03l]. Formes[DGP00]. Forms [BSS09h, Can01, Cip08, Izh04a, Lee04g, Lee04a, Lee04c,Lee04e, Lee04j, Lee04d, Nes03, Tig04, Unt00o, Unt08a, Unt08h, Vis04, Wei09l,dS01f, dS01s, Bru02b, DIK00d, Oli02b, Unt00g]. Formula[AK04h, Chy07, KS07, MY06a, Pes07, QXZ09h, QXZ09j, QXZ09l, RS03,SY07, Wil08c, Wil08d, Wil08e, Mar08d, Naz03b]. Formulae[AK04d, ETZ07, DM00]. Formulas [BSS09g]. Formules [Yor02c]. Forward[Fil01e, MY07d, Unt00k]. Forward-Backward [MY07d]. Foundation[CM06a]. Foundations [GL00c, LH09l]. Four[Dei03, Hel08, MY07e, Sei08, Moo01f, Ste03s, Efs05a, GRKVL02d].Four-Dimensional [Sei08, GRKVL02d]. four-manifolds [Moo01f]. Fourier[Bru02d, CL02a, CL02b, HH06d, KW04, Let05f, Let05g, Let05h, Wak00b,Wil08h, Yaf00c, dR02f, dR02e, dR02d, dR02p]. Fractals [DF05b, FBF+02c].Fractional [BM08a, Bis08k, BB09, Cou07b, ET05, Mis08c, Mis08b, Mis08f,Mis08g, Mis08e, Mis08i, KS00, Nou08, Efs05e]. fragmentation [Pit06e].fragmentations [MS03a]. Framed [KL01d]. Frames [Kut07h]. Framework[GL02b, Ruz00d]. Franca [ACB+03, BBSW07, Bon08, BJS+00, CM06a,Can03, CMI+03, CMHL02, DL04, MRR02, ZZ04]. France [SG02]. Free[BNT06, Gui09g, Gui09h, Sol03, Spe03, AHKM08k, Bia03, Gui09y]. freely[Voi00a, Voi00d]. Freeness [Gui09i]. Freidlin [Sie09g]. French[DMERS09, And06, Att06a, ADDD+06, Bai08, BS03a, BS03b, Ben03, BM02,Bia06, Bro03, BL08, Cha01, CSM02, DDD02, Del02a, Del02b, Del02d,DGP00, DDM02, Eme00a, Eme00b, Eme00d, Eme00e, Eme00f, FG09, God05,Goi01, Kah04, KP01, Kur01, Lac03, LLP02, Leu03a, Leu03b, Mal01, Mey02e,Mey02d, Mey02a, Mey02b, Mey02c, MR00, Mic03b, Mou00, NP01g, NP01h,PL03, Pha01, RVY06, SG02, Sim03, Wit07a, Wit07b, Wit07e, Wit07f,YYY09, Yor02a, Yor02c, Yor02d, Yor02b]. Frequency [JQQ04f, SW09].Fresnel [AHKM08g, AHKM08h]. Freter [BJS08b]. Fricke [ASWY07e].Frobenius [BLS07h, CMZ02h, CMZ02c, CMZ02i, Kie02j].Frobenius-Separability [CMZ02h]. Front[AMTV08, AMS+08a, ASWY07f, AHKM08i, AFS08, AADH08, ACC+08,AT09d, AD08b, AMS+08b, BBS07b, BCM08, BV08d, BV08e, BV08f, BV08g,BV08h, BKK+09a, Ber07c, BCM09e, Bey07h, BBC+08a, Bis08e, Bis08f,Bis08g, BBH+09, BLS07e, BBD+08, BBK+09, BvdVP02e, BvdVP02f,BvdVP02g, Bow08d, Bra08d, BSS09e, BSWZ07, BF06f, BF06g, BF06h, BF06i,BPSS09a, CLM+08e, CEKH+07a, CDM+08, Cer06g, Cer06h, Cer06i, Cer06j,Cer06k, Cer06l, Cer06m, Cer06n, Chi09j, Chl09c, Chu08c, CCG+04, Cou07a,CFK+08, DKM+09, DH09u, DFPS08e, Don07c, EKMY02b, Eva08e, FJ04o,FHL+08, Fre09j, Fre09k, Fre09l, Fre09m, Fre09n, Fre09o, FHBIK06, Gie07e,Gin09f, GSE07c, Gro07c, Gui09j, Gui09k, Gui09l, Gui09m, Gui09n, Gui09o,

19

Gui09p, Gui09q, GLM+09, HH06e, Han07e, Har08c, Hol09, Isa07e, Jon08j,Kut07c, LH09m, LH09n, LH09o, LCL07e, MY07f, MMO+07e, MMO+07f].Front [MMO+07g, MMO+07h, Mas07e, MNS+03, MK07i, MP09e, Mis08d,Moc09c, Mol07b, MOTV09d, Mon02j, Moo01b, NS08b, Ols08d, Osi07i,Pet08e, Pha07b, PR07d, Pri09h, QXZ09a, Ras07e, RV08, RS07b, Roh09b,Rot09b, RY09c, SR09d, Sch07q, Sch07r, Sch07s, Sch07t, Sch07u, Sie09c,Sim08d, Sla06h, Ste07f, Tai09g, Tak06p, Tak06q, Tak06r, Tak06s, Tak06t,Tak06u, Tel06f, Tel06g, Tel06h, Tia08f, Unt08d, Urb08c, Ves08d, Wei09h,Wil08i, Wit07d, dS01i, dS01j, dS01k, dS01l, dS01m, dS01n, dS01o, dS01p,dH09f, dH09g, dSW08b, vdH06c, Wak00a]. Frontier [JQQ04k]. � [Mey02d].Full [AK04h, AK04l]. Funchal [ADD+03]. Function[Bis08d, Deb09, Mol07c, Mol07f, Mol07e, RY09f, Unt00q, dR02k, dR02a].Functional [INP04, MS00c, MS03b, MS04, MS07, Pfl01i, Son03, Wen03h,dSW08d, Cap00b, KW04, Vil03, Jef04d]. Functionals[GM07, Pao03, IK00, Nem00c, Nem00d]. Functions[AHKM08g, BHGVN06, CL02b, Chu08e, Cla06b, DH09z, Gie07c, Gie07d,Gie07h, Gie07i, Gil03p, Gil03l, Gil03t, Gil03k, Gru02i, JL05h, JL05i, Kac06a,KV03, Koe03, KV00b, Let05g, Let05h, Li02g, MV06, NP01b, Pfl01e, Rot09g,Ryz09, Sta03, Ste07j, Ste07p, Tak06a, Tak06b, Tar02, dS01q, dSW08j,AGH03n, AGLT02e, CL02a, CL02c, KV00a, KV00e, KV00d, Lau09, MK07c,MK07e, MK07d, MK07f, MK07g, MK07h, Nem00e, Nem00f, NP01l, NP01p,Phe01b, Rit00b, Rit00c, Rit00f, Sim08j, Unt00c, Wag00, dR02c, Gil03q].Functor [LH09w, KL01f, Wen03g, Wen03c]. Functors[CMZ02i, Fre09w, KL01b, KL01c, LH09g, LH09i, LH09j, Wen03h, CMZ02c,Fre09i, Fre09v, Fre09y, Fre09z, Fre09-29, Wen03e]. Fundamental[EFL01, Moc09j, Wei09i, Wei09n, Wei09o, Xia01c]. Further[Bra08a, Don07d, Hsu00e, Kun00b, Sla06i, Tak06v, Tia08g, vdDW08].

G [AAR03, HK03e]. G. [Gor07]. Gabor [FLC08, Kut07j, Kut07h]. Gain[JQQ04g, JQQ04i]. Galactic [AD08a]. Galois [Roh09j, Wei09b, Wei09f].gambling [MS00a]. Game [Mie08c]. Gamma [Har08d]. Gap[Bob03b, Fou05, DH08, Kuk02, Teu03f]. Gas[Mer06, Rin03, WG00g, DH08, Fer08, WG00c]. Gas- [Rin03]. Gases[BPT+08, BCG08]. Gaussian [ABCV05, BvdVP02o, Cha03, Che03, Dou03,Eis03, EE09, FSU01, Gui09u, Gui09x, Hor03, Hu00, Kho08, Kol00c, Mas07f,Mas07g, Naz03a, PT05, Sod07, Xia09b]. Gelfand [FLC08]. Genealogical[DD03b]. General[AT09e, AT09f, Bow08e, GL00d, Gro07d, Kie02c, Mer03, Ros04, Rot09e, Bil03b,Fas00c, JK04c, Kun00j, RY09d, Sim08h, Sim08n, Chu02a, JQQ04c, Oli02i].Generale [Del02d]. Generalised [Cox08, EM05]. Generalities[CMZ02a, FJ04a]. Generalization [Hab00c, Her01, KL01f, Pis01b].Generalizations [Chi09s, Gui09r, GRKVL02f]. Generalized[ABCV05, BCG08, CMZ02i, Chi09k, Chi09l, Chi09q, DM03, ETZ07, FS00e,God08, MOTV09e, QXZ09h, Sus08, Voi00b, Woj07b, Yan06, Bil03i, FS00d,

20

Yaf00c, AK04g]. Generated [AM02b, FBF+02d]. Generating[dS01q, Unt00g]. Generation [Pat05, Chu02b]. Generators[Bey07e, Enr07, Las04, Sus08]. Generators-Applications [Las04].Generaux [Yor02a]. Genericity [AB01]. Genetics [Tav04, Tia08d]. genre[Wit07a, Wit07b, Wit07e]. Genus [Tak06x, Wei09l, JK04d, Wit07e].geodesics [BSPS09d]. Geometric[AAFM07, BBS07d, BBS07c, Cao03i, CC08, Chi09m, Chi09v, GM03, GM04,GK04, JL05e, Kla07, Men04, Moc09d, Mon02k, Oli02n, Pfl01a, Pfl01d,Urb08d, ASWY07a, FBF+02h, MS00b, Mon02b, NP01p, Paj02a, Cao03c,Fre08, GAC+09, MS00c, MS03b, MS04, MS07, Tig04].Geometric-Arithmetic [GM03]. Geometrical [Fus08, Cao03f, Let05e].geometrie [Eme00e, NP01h]. Geometry[Agr08, AC02i, Ale04b, AD08c, AD08e, AD08d, AD08f, BBS07c, BBSW07,BM08b, Ber00b, Bjo04, BE00, BFL+02, BPF+02k, CM03, Con04, Das09, DL04,GRKVL02b, GRKVL02a, GRKVL02h, GL05g, GL05i, Gur09, Har08f, Iof09,Sch02f, Sib04g, Tum04, Van01d, Yan09b, YC04l, ZZ04, dS01u, Bru02e, Cao03b,GR03g, Gin09b, Moo01f, NP01f, NP01h, Sib04e, Sib04f, Van01e, Run02i].Gerbes [Tha08]. Gibbs [AHKM08b, Bow08f, Cat04d, Har00, Pit06a].Gilbert [AGLT02c, BCM09f]. Ginzburg [Son03]. Given[MP04, AF08a, ADD+03, ACB+03, AZ03, AAR03, BBH+04, BBSW07,BGTT02, BM08b, BHK05, BKK+09b, BG08, Bon08, BJS+00, CM06a, Can03,CMI+03, CT08, CO00, CMHL02, CCJ+03, DR08, DL04, EKMY02a, Fas00a,GAC+09, Mar07, MRR02, Mei03, NS08g, PV06, TDP08, ZZ04]. GK [Li02e].GK-dimension [Li02e]. Glass [Gui07, LvdLM00]. Glasses[Bol07, BB07, NS07b, NS07c, She07, Tal07]. Global[CE05d, Gie07c, Gie07f, MRR02, Moo01c, NS07b, Tak06w, Wei09k, HN05m].Glossary [Sch03e, Sim08e, YC04k, Cut02m]. Goals [Jon08n]. going[AGP09]. Golden [DF06]. Good [Wil08j]. Good- [Wil08j]. Goodbye[Wil08j]. Gorenstein [Chr00b, Chr00h]. Gradability [NV04i]. Graded[Li02d, Li02k, NV04b, NV04a, NV04h, NV04l, NV04c, Gre03h, NV04d].Gradient [Pri09i]. Gradients [Pri09k]. Graft [Eva08l]. Grafting [Eva08k].graining [Cer06c]. Granular[BPT+08, BCG08, CMG08, GRMH08, Gio08, God08, Mar08b, Rug08].Graph [BLS07f, BLS07i, FJ04f, Jon08e, Jon08k, Osi07s, Bur00]. Graphs[AGH03e, BLS07h, DD03a, Jon08a, Jon08b, Jon08s, Jon08t, Jon08g, Jon08f,Jon08l, Jon08r, Jon08q, Jon08u, Osi07f, AGH03f]. Grassmann[Har08i, Har08k, Har08o]. GREM [BK07]. Grid [vdH06d, vdH06e].Grid-based [vdH06d, vdH06e]. Grobman [BV08m]. Grobner[BHLV03i, Gre03c, Gre03h, Li02d, Li02b, Li02c, Li02k, BHLV03f]. Gromov[Abr08, Beh02b, Eva08f, Vak08b]. Grossissement [Yor02a, DGP00].Grothendieck [Con00, LH09a, LH09l, Pis01g]. Ground [AHKM08c].Group [Con04, EFL01, EP01, Fuh05e, Fuh05f, Fuh05b, Gre03c, Har08j,Har08m, HG04, Hor03, Khe09, Kie02h, MMO+07i, Mas03, Roh09d, Roh09j,Bru02b, CC08, GSE07h, Li02h, Oli02k, Ols03, Pis01d, Wei09f]. Groupe

21

[Bia06]. Grouping [CLM+08f]. Groupoid [LH09p]. Groups[AK01, ASWY07j, App05, CL02b, Chu08g, Cow08, DFPS08a, DFPS08f,DFPS08g, DFPS08j, Fra06, FR06b, Fuh05c, GdS03d, GK04, HN05p, Hsu00k,Isa07h, Kar04b, Kas08, KM04c, Kie02j, Kie02l, Kie02c, Lee04e, Let05b,MP09g, Mon01c, NP01c, NP01d, NP01q, Rei04i, Som02n, dSW08f, dSW08g,dSW08h, dSW08j, ASWY07g, Bia03, BS03c, Bro04g, CL02c, Hab00d, Hsu00l,Kus05, Pil03i, Run02b]. Growth [BS04, Bil03j, CM03, Cha08a, Eva08k,Sie09f, BBS07d, Bil03f, Bil03c, Bil03b, Bil03d, Bob00, Tel06n, dR02j]. GSV[BSS09f]. Guide [Mey02a]. Gundy [FV08].

H [GO08]. Hahn [Har08m, Sim08f, Sim08c]. Halmos [Pis01k]. Hamilton[Cer01e]. Hamiltonian[Agr08, AJP06a, BHK05, BHLV03i, Efs05a, Efs05h, Han07g, Jon08q, Khe09,Kol00a, Kuk05, MMO+07j, Oli02j, Van01a, Van01c, Van01b, dS01r].Hammerstein [Chi09a]. Hankel [CM02]. Hankelian [Pis01h]. Hard[Ale04b, Wei09c]. hardening [FS00b]. Hardy [dR02a]. Harish [Gui09a].Harish-Chandra [Gui09a]. Harmonic[AHKM08c, AHKM08b, CR07, CL02a, CL02b, CL02c, Cow08, DH09v,Fuh05g, HN05d, Bia09b, MK07g, Ols03, Run02j, Ryz09]. harmoniques[Eme00d, God05, Mou00]. Harnack [Tel06m]. Hartman [BV08m]. Hasse[Wit07f]. Hausdorff [AGLT02d, Eva08f]. Haydon [Phe01e]. Heat[AGLT02k, BCE04, Lan09, AGLT02g, Kol00f, LvdLM00, Pri08b]. Heath[Fil01i]. Hecke[CMHL02, CM02, Chl09b, Chl09g, Lus02, Naz03b, RS07c, Unt00h]. Hedging[BJR04a, Pri09l]. Heegner [Bro04f, Bro04e, Bro04i, Bro04d, Bru02a, Bru02f].Heights [Mas03]. Heinz [HK03f]. Heinz-type [HK03f]. Heisenberg[Fuh05f, Yaf00d]. held[AF08a, ADD+03, ACB+03, AZ03, AAR03, BBH+04, BBSW07, BGTT02,BM08b, BHK05, BKK+09b, BG08, Bon08, BJS+00, CM06a, Can03, CMI+03,CT08, CO00, CMHL02, CCJ+03, DR08, DL04, EKMY02a, Fas00a, GAC+09,Mar07, MRR02, NS08g, PV06, TDP08, VY03, ZZ04]. Henselization[GR03e]. Hermite [Fit01]. Herz [Pis01h]. Hessian [Wan09].Heterogeneous [EH08b, SX04]. Hierarchical [CLM+08g]. High[Sod07, dH09m, LTJ00]. high-dimensional [LTJ00]. Higher[Ber09, Bou03c, Har08e, Ols08g, Pet08c, Pet08d, FSU01]. Hilbert[AHKM08g, App06, BV08l, BV08s, Bor03, Cer01e, Cer01h, Gil03e, Gil03p,Gro07e, HK03j, Kui03, Lee04d, NP01i, NP01p, PR07g, Sch07f, dR02g]. Hille[Gil03h, Gil03j]. History [AHKM08d, MY06h]. Hitting [YYY09, IK00].HJM [Car07, Fil01g, Fil01d]. Hodge [Roh09d, Roh09j, Roh09l, Shi05].Hofer [Sib04e]. Holder [Urb08i, Nem00e]. Holomorphic[BSS09b, ST08b, Xia01d, Unt00o, Xia01g]. holonomic [Oli02f, Li02g]. Hom[Wen03e]. homaloidal [AC02f]. Homoclinic [Lom00i, Lom00h].Homogeneous [Bis08d, Bis08j, Bis08h, Bis08n, DH09t, DH09v, DH09x,DH09y, Isa07f, Kut07d]. Homogenization

22

[All08a, CS08, Mik00, NV04f, NV04e, Tar00]. Homological[BSS09g, Wen03b, GR03b]. Homology [Pfl01e, Fre09g, Rab01, Run02f].Homomorphisms [Bey07i, Pis01f, Pis01i, Run02i]. Homotopical [MP09f].homotopy [Fre09p, Fre09v]. hook [Naz03b]. hook-length [Naz03b]. Hopf[CMZ02b, CMZ02f, Don07d, Don07f, KL01a, Som02g, Som02h, Som02i,Som02j, Som02n, Wil08a]. Hormander [HN05k]. Host [FL08]. houses[MS00a]. hp [Mel02c, Mel02i, Mel02b]. hp-FEM [Mel02b]. hp-Finite[Mel02i]. Hulls [Dol03b]. Human [GLW08]. Hunt [dR02n]. Hybrid[Chi09n, Ste03h, Mon02f, Ste03e]. Hydrodynamic[DR08, DGMR08, Hel08, SR09e, SR09b, SR09i]. Hydrodynamical[AMR03, Khe09]. Hydrodynamics [AF08b, Tos08]. Hydrogen [Efs05c].Hydrology [SF08c]. Hyperbolic [Bey07b, Bre07, Eva08i, Gru08, Isa07h,JQQ04i, JQQ04h, QXZ09f, DIK00c, Mar07]. Hyperbolicity [Osi07j, Oli02g].Hypercontractive [Led07b]. Hypercontractivity [Led03]. hyperelliptic[Ste03p]. HyperExt [LH09d]. Hyperfiniteness [KM04b]. Hyperfunctions[Wak00d, Wak00c]. Hypergeometric [Van03, Tar02]. Hypergroup [BH08].hypergroupes [God05]. Hyperstable [JQQ04f]. Hypoelliptic [HN05s].Hypoellipticity [HN05k, HN05q, HN05p]. Hypothesis [MMO+07i, Ste07l].

Idea [Ves08h]. Ideal [Mer06, KZ02c]. Ideas [Tak06w, Tak06z].Identification [ABCV05, CLM+08n]. Identities [Doh03i, Wei09f]. IDS[Ves08e]. II [Cer01l, KM04b, Tai09m, AGH03f, AGH03g, AGH03h, AGH03i,AK04q, AJP06b, BHLV03c, Del02b, Gre03j, Gre03h, Gre03i, KZ02c, Kur01,Li02b, Mey02c, Nem00b, Nem00d, NP01d, Pet08d, Rei04c, Sae04d, SF06,Sne05b, Tak06b, Wei09o, Wer04, Wil08d, Zei04, dSW08f]. iid [Kho00]. III[KM04c, AGH03j, AGH03k, AK04r, AJP06c, Fri06d, Gre03k, KZ02d, Li02c,Sae04e, Tak06-30, Wil08e, dSW08g]. Ikeda [Osi07k]. Ill [Sch07v]. Ill-posed[Sch07v]. Image [Cao03i, LH09h, LH09w, Mos08a, Osi07t, Cao03a]. Images[CLM+08d, LH09s]. imaginary [Lom00d]. Imaging[Amm09, AK09, Bon08, DBAP08, Dor08, Mos08b, Amm09]. Immiscible[Urb08e]. Immunity [NCCFM08]. Immunology [CM06b]. Impacts [LL07].Impedance [SW09]. Implementation [Ves08h]. Implies [BS04].Improved [Doh03i]. Including [MY06d]. Inclusion [Doh03i]. Inclusions[AK04i, AK04m, AK04p, AK04q, AK04r, Kun00j]. Income [Car07].Incomplete [Bac04, Sch04a]. incompressible [SR09f, SR09g]. Increment[SF06, SF05, MK07h]. Increments [Buh05, Jac03]. independants [BL08].Independence [AD08d, AD08h, Mas03, NP01c, NP01d, NP01i, NP01j,Wal03b, NP01b, NP01e, NP01l, NP01o]. Independent[Buh05, SF06, SF05, Gui09-29, Jac03, Voi00a, Voi00d]. Index[AC02k, AK04o, AGLT02i, Bil03l, BSS09f, BSS09g, BSS09m, BSS09p,BHLV03j, Bro04j, Bru02i, BPF+02n, CMZ02j, Cao03j, Cat04h, CE05g, CL02e,Chu02g, Cut00e, Dol03k, Efs05i, FJ04p, Fil01j, Fuh05h, GR03j, GRKVL02g,GL02h, Gru02l, HN05t, Izh04b, KM04d, Kie02n, KZ02h, Let05i, Li02i, Mel02j,Mon02l, Oli02o, Paj02j, Pis01n, Run02n, Sae04b, Sch03e, Sch02g, Som02m,

23

Ste03z, Vas02f, Wen03i, WG00i, Zha02f, dR02o, JK04g, Kun00g]. Indexed[AT09c, AT09g, Iva03, Mer03, Kho00]. Indices [BSS09h, BSS09i, JK04m].Induction [Let05c, Let05f, Let05e]. Inductions [LH09s]. Inductive[Wen03f]. Industrial [BJS+00, Fas00a, Bur00, Fas00b, Lio00]. inegalite[Mic03b]. Inegalites [LLP02, Ben03]. Inequalities[Bar04, BCE04, BLS07d, Chi09n, Chi09o, Chi09p, Doh03c, Doh03i, GZ03b,HN05f, HN05c, Kla07, Led01, Led03, Led07a, Mas07b, MP07, Mas07d,Mas07i, Mec07, NP01i, Wil08q, Zha02g, Zha02d, dR02i, Cat04f, Eis00,Gui09d, Gui09e, Hu00, Lau09, Mic03a, Nem00g, Tel06j, Vil03, Zha02a].Inequality [BS04, Bob07b, FV08, GM03, QXZ09i, Cha03, DH08, Pis01b,Pis01g, SV00, Tel06m, Wag00]. Infectious [Bau08, JP08, Yan08]. Inference[Kub08, Mis08e, Tav04]. Infinite [AF08b, BNT06, BS04, BvdVP02p, Cer01i,Fil01b, FBF+02d, MT08, Pau06, Yaf00e, Lom00b, Ols03, Gil03e].Infinite-dimensional [BvdVP02p]. Infinitesimal [Ste03r]. Infinity[CE05d, CS05]. Influence [GRMH08]. Influenza [Bra08k, NCCFM08].Information [AD08c, AD08e, AD08d, AD08g, Bac04, Buh05, JQQ04g,JQQ04i, KS06a, Mas07d]. Information-equivalence [Buh05].Inhomogeneities [AK04s]. Inhomogeneous [BBS07d]. Initial [Tai09c].Initial-Boundary [Tai09c]. injectivity [Chr00f, Mon01f]. Inner[AT09i, Xia01e]. Inner-Outer [Xia01e]. Input [Son08]. Insider [KH07].Insight [Cha08a]. Instability [Bra08e, Hel08]. Institut [GO08]. Institute[VY03]. Insurance [Hip04, Pha07d]. Integer [Lyu04]. integers [FBF+02j].Integrability [CS05, Wil08r]. Integrable[Van01c, Van01b, Van01d, Van01a]. Integral[AHKM08d, AHKM08g, AHKM08h, AHKM08e, Ale04b, AMAF02, ABFM02,AM02b, BBS07c, Bun02, Chi09a, DIK00d, Gil03h, Paj02h, Pau06, PR07g,HK03b, Paj02d, Phe01k, Str03, Wak00b, Gil03f, Gil03i]. integrale [Lac03].Integrales [CSM02, DDM02, Mey02e, Mey02b, Mey02c, Yor02c]. Integrals[AHKM08f, AHKM08l, BLM08, CS05, ETZ07, EM05, HN05c, KMS01,Lom00i, PT05, RS07j, Rot09e, Rot09g, Wil08p, Del02c, AH00, Gui09a,Gui09b, JW00, Lom00f]. integrands [Bil03c, Bil03d]. Integrated[Chy07, MY06a, Sha05, Sla06j, Ves08c, Ves08b]. Integration[DP06, JL05g, LCL07f, Mis08h, Mis08i, Naj07, Rit00b, Rit00c, Kol00f].integrators [Mon02g]. Interacting [DD03b, Rez08b, DM00]. Interaction[GLW08]. Interactions [BvdVP02y, DFT08b, Xu08, Yaf00g, Yaf00p, Yaf00q].Interactive [BvdVP02h]. Interchange [dR02m]. Interest [Bjo04, Fil01i].Interface [Cer06o, DF05c, dH09c, dH09d]. Interfaces [ADD+03]. Interior[BCM09g]. Interlude [Ste07g]. Interludium [Van01e]. intermediate[vdH06f]. Internal [NV04e]. Internazionale [BJS+00, Fas00a, MRR02].Interpolation [Dem08, Har08l, Har08n, HK03e]. Interpolations [Har08a].interpretation [CC08, Pri08b]. interpretations [Hsu00b, GOW04b].Intersection [Naj07, Ros05]. Intersections [Wit07e, Wit07e]. Intertwining[Bey07i]. interval [FBF+02e]. Intervals [Glu03]. Intervention [GLW08].Intrinsic [Urb08g]. Introduction

24

[Ade01e, AHKM08j, AHKM08l, AF08b, All08b, AGH03b, AGLT02j, AM02a,AD08f, Bal04, BV08i, Beh02a, BCM09h, Bey07l, BBC+08b, Bia08, BLS07g,BvdVP02i, BvdVP02j, BvdVP02q, Bol07, Bra08f, Bra08j, Bru02g, BSPS09b,CLM+08h, Cat04i, Cel00, Cer01f, CE05h, Chr00i, CL02d, Chu08d, Chu02h,Cou07b, Da 04, DIK00e, DH09w, Don07e, Ear08, Efs05g, Eme00c, Eva08g,FJ04q, Fla08, Fre09q, Fri05, FS00c, Gie07g, Goh04f, GdS03n, GS09a, GL00e,Gre03d, GSE07d, Gui09s, HH06f, Han07f, Har08f, Hsu00f, Isa07g, JQQ04j,Jon08m, Joy06a, Joy06b, Kel00d, KL01g, Kie02o, KZ02e, Kol00d, Kun00c,Kut07e, LM08, Lee04i, Lej03, Li02j, Lin05, LH09q, LH09r, LCFG01b, Lom00g,Lun04, MY07g, Mar00e, Mas07h, Mer03, Moc09e, MOTV09f, Mon01e,Mos08a, NP01j, Oli02p, Ols08e, Osi07l, Pfl01f, Phe01k, Pri09j, Ras07f, Rit00d,Roh09k, Roh09l, Ros04, Rot09c, RY09e, Sae04a, SR09h]. Introduction[Sim08g, Som02k, Ste03f, Ste07h, Ste03-27, Tai09h, Tel06i, Ter05, Tia08h,Unt00i, Unt08e, Urb08f, Van01f, Voi00c, Wil08f, WG00g, Zhi01b, dH09h,dSW08c, FBF+02l, Lej09, Ols03, Tar00, AK04a, Bil03a, BHLV03a, Bro04a,Cut02a, Doh03a, Dol03a, Fil01a, Fuh05a, GR03a, GOW04e, GL02a, Gru02a,HN05a, HK03a, Jef04a, JK04b, Let05a, Mel02a, Mon02a, Pil03a, Pis01a,Rei04a, Sch03a, Sch02a, Teu03a, Vas02a, Wen03a, WG00a, YC04a].invariance [Fre09v, VY00]. Invariant [AHKM08k, Ale04a, CLM+08i,Cut02r, Cut02q, Han07c, Hen05, JQQ04c, JL05f, Kel00e, Kol00e, Kut07j,Let05h, Moc09d, Osi07m, Osi07n, Zhi01c, Kar04b, Phe01c, Sib04d, Fil01f].Invariants [Abr08, Ade01f, AS08, Beh02b, BM08b, Ber09, Moc09b, Moc09f,Moo01d, Roh09h, Tia02]. Invasion [Lol06]. Inverse[AGLT02k, BCE04, Eng00, Kie02f, LH09h, LH09s, Sch07w, AGLT02f,AGLT02g, Sch07e, Sch07f, Sch07d, Sch07c, AC02g, Bon08]. Inversion[Fuh05d, Lom00h]. Invertibility [Gil03m]. invertible [FBF+02d].Investigations [Har08a]. investment [Rog03]. Investor [LL07].Involutions [Kie02j, DIK00j]. involved [Hsu00l]. Involving[Bou04, Mis08g]. irreducible [Sch02d]. Irregular [LCL07b]. Irreversibility[JQQ04a, JQQ04b, JQQ04e, JQQ04c]. Irreversible [BO06]. Irrigability[BCM09i]. Irrigation [BCM09a]. Ishikawa [Ber07d]. Ising[Cer06p, Cer06s, CP06, Iof09]. Isogenous [DFPS08g]. Isolated[CE05b, CE05c, Ste03x]. Isometries [GL05h, Mol07c]. Isomorphic[LMTJ04]. Isomorphism [GL05k, KL01h]. Isomorphisms [GL05h, Som02e].Isoperimetric [BS04, Bob07a, Tel06j]. Isotopy [ST08b, Kie02g]. Isotropic[BKM04, DBAP08, Pao00]. Isotropy [Bou03b, Izh04a]. Isotropy-Constant[Bou03b]. Israel [MS00c, MS03b, MS04, MS07]. Issues [CS08, MNS09]. Ito[Chy07, ETZ07, GM07, MY06a]. Italy [AF08a, ACB+03, AZ03, AAR03,BBH+04, BBSW07, BGTT02, BM08b, BHK05, BKK+09b, BG08, Bon08,BJS+00, CM06a, Can03, CMI+03, CT08, CMHL02, CCJ+03, DR08, DL04,EKMY02a, Fas00a, GAC+09, Mar07, MRR02, NS08g, PV06, TDP08, ZZ04].Iterated [BM08a, AH00, Ser00]. Iteration[Ber07b, Ber07d, Ber07g, Ber07h, Ber07i, Ber07j, Ber07l, Chi09g, Chi09q].Iterations [Chi09m]. Iterative

25

[Ber07e, Ber07f, Chi09r, Chi09s, Chi09t, Pet08f]. Itzykson [Gui09a]. IV[Ale07, AGH03l, AGH03n, AGH03o, AGH03m, Fri08, Li02d]. Iwahori[CMHL02]. Izhboldin [Kar04a, Kar04b, Mer04].

J. [Mar08d]. Jacobi [Cer01e, Lee04g, Lee04j]. Jacobian [AC02c]. January[Yor06]. Jarrow [Fil01i]. Jessen [KMS01]. John [Kla04]. John-Type[Kla04]. Joint [AP07, Jef04e, Ste07i, ADD+03, CO00]. Jones [Paj02b].Jordan [Ber00b]. Jorgensen [ASWY07g]. Julia [Kel00b, Kel00e]. July[ADD+03, AZ03, AAR03, BBH+04, BGTT02, BHK05, BKK+09b, BG08,CMI+03, CMHL02, Mar07, MRR02, PV06, VY03, ZZ04]. jump [Kol00k].jump-diffusions [Kol00k]. Jumps [App06, Chy07, NT00]. June[AZ03, BGTT02, BM08b, BG08, BJS+00, CO00, CMHL02, CCJ+03,EKMY02a, GAC+09, NS08g, TDP08, ZZ04].

Kac [DM00, RY09b]. Kadison [Pis01c]. Kahler [HH06g, dS01b, dS01s].KAM [Eva08a, Han07k, Kuk02, Kun00h]. KAM-persistence [Kuk02].Kantorovich [Bre03]. Kernel [Doh03d, Pau06]. Kernels[BH08, Bey07j, Lan09, Sch07h, Sch07i]. Kerov [Hor03]. Kikkawa [Kie02f].Kinetic [BCG08, Cap08, Rez08b, Rin03]. Kleinian [EFL01, Hab00d].Kloosterman [Unt00d]. Knight [Leu03b]. Knot [ASWY07j]. Knots[Ban09, KL09]. Knotting [Sum09b]. Kobayashi [Isa07h].Kobayashi-Hyperbolic [Isa07h]. Kodaira [Shi05]. Kohn [HN05k]. Kollar[Ste03n]. Kolmogorov [Cer01h, Cer01g]. Koppinen [CMZ02b]. Korteweg[Zhi01d]. Krahn [BLS07d, BLS07h]. Krasnoselskij [Ber07g]. Krein[Phe01b, Phe01k]. Kriloff [How02]. Krylov [Bec06]. KZ [BF06e, BF06b].KZ-Monads [BF06e, BF06b].

L [HK03e]. Labeled [ASWY07h]. labs [Deu00]. Lace [SP06, Sla06k, Sla06l].Lacking [Piv07]. Ladder [Don07f, Har08g]. Lagrange [Sim08f].Lagrangian [Oli02j, dS01t]. Laguerre [Mic03b]. Landau [Son03].Landscape [BCM09j]. Langlands [Fre08, Wei09j]. Laplace [Cra08, HN05c].Laplacian [BLS07h, BB09]. Laplacians[BLS07f, HN05s, HN05b, HN05f, HN05g, HN05c]. laplaciens [DDD02].Large[Bis08h, Cer06q, GOW04e, Gui09u, Gui09v, Gui09t, JP08, JW00, LL07,NP01d, Pha07d, Cer06x, Cer06z, EK00, Fer08, GOW04g, GOW04c, Gui09w].Large-Buffer [GOW04g]. Large-Scale [JP08]. Largest [Led03, Led07a].Lattice [Bis09, Bou03c, Bou04, BF06j, Cho03, Sla06k, Sla06m, WG00g,DH08, WG00e, WG00c]. Lattice-gas [WG00c]. Lattice-Theoretic [BF06j].lattices [DIK00d]. Law[AP07, BM08a, BLM08, EFL01, FS00b, Gui09u, Gui09t, Jac03]. Laws[Ade01a, Mar07, Ser00, YYY09, VY00]. Lawvere [BF06k]. Lax [Unt00k].layer [Mar00b]. LDP [Cer06t, Cer06r, Cer06s]. Leading [Gro07f]. Learning[CP04, Mas07j, Men04]. Least [Sib04g]. Leaves [Eva08d]. Lebesgue

26

[BCM09c, Chu08e, ETZ07]. Lecture[Amb03, BvdVP02k, BvdVP02m, BvdVP02n, BvdVP02l, BvdVP02o,BvdVP02p, BvdVP02q, BvdVP02r, BvdVP02s, BvdVP02t, How02, Mor08].Lectures[AF08a, Abr08, ADD+03, ACB+03, AZ03, AAR03, BBH+04, BBSW07,BBF+03, BGTT02, BM08b, BHK05, BG08, Bon08, BJS+00, CM06a, Can03,CMI+03, CCE+04, CEKH+07b, CT08, CO00, CMHL02, CCJ+03, DR08,Dei03, DL04, EKMY02a, Fas00a, GO08, GZ03b, Gui09w, Hel08, Isa07h,Kuk05, Mar07, Mar08c, MRR02, Moo01d, NS08g, PV06, Phe01l, Rob04b,Run02o, Sei08, ST08b, Sol03, TDP08, TW04, ZZ04, dS01u, dH09o, BKK+09b,Cat04j, GAC+09, Ver03, ASTB03, BKK+09b, Ber00a, Ber02, Pic05, TZP04].Leeuw [Phe01f]. Lefschetz [Ale04b, AS08, Wei09c]. Left[Kie02f, LH09s, Kie02e]. Legendre [dS01v]. Leibniz [Goi01]. Lemma[MW03, Wei09n, Wei09o, MS00b, Wei09i]. Lemmas [Yan06]. Lemmata[Han07l]. length [BS03c, Naz03b]. lengths [RY09f]. Lens [Tig04]. Leuven[KV03]. Level [CLM+08i, Dal03, DD03a, MY06h, Ols08f, Cao03d]. Levy[App05, Fra06, SF06, BNT06, BLM08, Don05a, Don05b, Don07m, Don07e,Don07g, Don07j, Eme06, EM05, FG09, Hir03, KP05, KS07, NNY05, Pis05,Pis07, SY07, YYY09]. Lie [Ber00b, Cow08, DFPS08a, EP01, GdS03d, HH06h,Kas08, Lee04e, Let05b, Let05h, dSW08i]. Lieb [Bar04, BCE04]. Life[CL08, Yor06]. Lift [EFL01, Bru02d, Bru02c]. Light [Ear08, Unt00k].light-cone [Unt00k]. like [Mar08d, Run02e]. Likelihood[Bis08a, Bis08k, BvdVP02s]. Limit [BK03, HH01, Hor03, Mim03, Pas04,Ste07k, Tsi04, SR09c, SR09f, SR09g, Wen03c]. Limiting [GL05f, Nus03].Limits [Kaz06, PT05, Rez08b, SR09e, SR09b, SR09i]. Line[AK01, CLM+08i, Fou05, Roh09f, dR02e, Lee04b]. Linear[Bec06, Bey07b, Bey07f, Bey07g, Bey07k, Bey07n, Bil03j, Bou03a, BF06b,Fal08b, GL02f, Joy06b, Kie02c, MY07h, MY07i, Mas03, Mol07f, Mol07e, Nes03,Pao03, Ras07g, Rit00e, Rit00f, Sch03i, Sie09d, Sie09f, Wal03b, dH09c, vdH06g,Bil03f, Bil03b, Bil03d, DM00, Del03, Eli02, FBF+02e, Rit00g, Rit00i, BPF+02f].linear/superlinear [Bil03f]. linearization [Yoc02]. lines [RK00]. Linking[Ber09]. Links [Cat04b]. Lins [Lac08]. Lipschitz[BV08j, Cer01j, Cer01k, Cer01l, Chi09b, Chi09h, Chi09k, Chi09l, Ves08e].List [Cat04j, CL02e, Run02p, Sae04b, Tak06x, Teu03i, Vas02f]. Littlewood[DH09x, Wil08r, dR02a]. Living [FL08]. LLD [CLM+08b, CLM+08j].Loading [GRMH08]. Local[Bis08i, Bis08j, BSS09j, Chy07, Deb09, Don07h, Eis07, ETZ07, Han07g, Har08l,Hua04, JS04, KS07, LH09t, MY06a, Mol07c, Mou03a, Naj07, NS07b, Pes07,Pri09k, RS07d, Ros05, SG02, Sie09e, Sie09f, Tak06z, Wak00e, Wei09k, dS01x,dSW08d, Kaj08, Pir00, Pit06d, RK00, Str03, Tel06l, Tel06o, Cut02l, Let05d].locale [SG02]. Locales [DDM02]. Localic [BF06l]. localised [Kol00i].Locality [Sie09g]. Localization [Beh02b, Bou04, Gil03t, Gil03s, GdS03k,Ton09, Wei09e, Xia01b, BJ00, Gil03n, NV04h]. Locally[Fuh05c, Kus05, MOTV09e, Mon01c, Rot09d, Rot09f, CL02c, Run02b, Wen03f].

27

Locking [JQQ04f]. locus [JK04i]. Loeb [Cut00a, Cut00f]. Loewner[Wer04]. Log [BN03, Bob07a, NS08e, NS08f, Cha03, Fou05]. Log-Concave[BN03, Bob07a, Fou05]. log-Sobolev [Cha03]. Logarithm [BM08a, Ser00].Logarithmic [GZ03b, Led01, FS00b, Gui09d, Lau09, Mic03a].logarithmique [Mic03b]. Logarithms [Nes03, Wal03b]. Logically [Mor08].loi [Bro03]. Long [Bou03a, Yaf00g, Yaf00h, Yaf00f, CMZ02g, GOW04i].Long-range [Yaf00g, Yaf00h, Yaf00f]. Long-Time [Bou03a]. look[Unt00a, Wil08a]. loop [BC03]. Loops[Kie02i, Kie02l, Kie02f, Kie02e, Kie02q, Kie02c, Kie02k]. Lorentz [Oli02k].Lorentzian [GRKVL02c]. lossless [Cat04a]. Lost [Wal06]. Low[Cut02n, Izh04a, Mil07, dH09n, Hab00c, JK04m, JK04d]. Low-Dimensional[Mil07, Izh04a]. Lower [BvdVP02r, Gin09g, Gin09h, MP09g, MP09h, Tel06k].Lowner [Zha02a]. Lusztig [GSE07b, Let05c, Let05f]. Lyapounov [Bou00].Lyapunov [BV08k, BV08l, Gie07c, Gie07d, Gie07h, JQQ04i, JQQ04h,Kun00d, Osi07r, QXZ09e, Sie09e, Sie09f].

Maass [Unt00g]. Machlup [Cap00b]. MacLane [FJ04b]. Macroparasitic[MT08]. Macroscopic [CL08, GRMH08, Gui09w, Lac08, Dol03c]. Madeira[ADD+03]. Magnetic [Das09, MMO+07k, SW09]. Mahler [NP01l, NP01k].Main [ASWY07k, Cut02i, Han07k, Jon08n, RS07g, Tai09h, Sch03b].Majorization [Zha02b]. Malliavin [Nua09]. Management [Sha05].Mandelbrot [Kel00c, Kel00e]. Mane [Sib04b]. Manifold[Har08i, Har08k, Har08o]. Manifolds [Ale07, BSS09c, CT08, Fil01f,GRKVL02d, GRKVL02c, GRKVL02h, GRKVL02e, GdS03b, Isa07d, Isa07h,JQQ04e, KL01j, Osi07m, QXZ09m, Roh09a, Roh09e, Tum04, dS01b, dS01d,BV08b, BV08j, BV08n, BV08q, BV08p, Gin09d, Gin09g, Gin09h, Gin09j,Gin09k, Hab00b, Moo01f, Oli02a, Oli02e, Oli02c, Rei04d, Roh09h, Ste03v].Manis [KZ02b, KZ02f]. Mann [Ber07h, Chi09g]. Many[Kie02j, Wil08k, GOW04h]. Many-Flows [GOW04h]. Map[Ale04c, MMO+07l, Ste03c, AC02g, BHLV03c, Phe01p]. Mapping[Osi07k, Vas02c, Vas02d, Pil03i]. Mappings[AP06, Chi09b, Chi09e, Chi09c, Chi09d, Chi09g, Chi09h, Chi09i, Chi09k,Chi09l, Chi09r, Chi09q, Gre05, Mal03, Vas02g, YC04h, Pit06b, YC04j]. Maps[AC02i, Bou07a, BF06c, CR07, Chi09f, Chi09s, GOW04f, Goh04e, Gui09x,MOTV09a, MOTV09b, Pis01m, QXZ09g, Sae04g, AC02b, Pil03h, Pis01e,Pis01j]. Marche [Leu03a]. Marcinkiewicz [KMS01]. Marginals[Kla07, Sod07]. Margulis [QXZ09i, Val08]. Marked [Hob00]. Markets[Bau03, Car07, Sch04a, SX04, Ras09b]. Markov[BM03, BH08, Bel06, Cat04g, Da 04, Eis03, FR06a, Goh04b, Har08h, HH01,JQQ04a, JQQ04b, Kre09, Kum06, KP08, NT00, Reb06, Tai09e, Tia08c].Markovian [AJP06b, Dha09, Wil08a]. Martensic [Dol03e]. Martina[ACB+03, BBSW07, Bon08, BJS+00, CM06a, Can03, CMI+03, CMHL02,DL04, MRR02, ZZ04]. Martingale[App06, KMS01, KP05, BP01, BS03b, EY02a, Gal03, KS01a, Kaj08, Str03].

28

Martingale-Valued [App06]. Martingales[BM02, CSM02, Chy07, DDM02, Fit01, FV08, HH09, Kot06, KP01, LLP02,MY06a, MY06c, MY06d, Mer03, NNY05, Pha01, Pri09f, Pri09m, Ser07a,Yor02b, CC01, Eme00a, Eme00b, Han03, Kur01, VY00, Yor02a]. Mascali[AAR03]. Mass [All08a, BPSS09b, Hab00g]. Masses [BD03]. Master[Moc09d, Moc09g]. Matches [CLM+08f, CLM+08j]. Matchings [Jon08o].Matematico [BJS+00, Fas00a, MRR02]. Material [Xia01c, Hsu00a].Materials [Rug08, FS00b]. Mathematical[AHKM08l, AT09a, Arn08, AD08g, BBF+03, Bau08, BCM09k, Ber05, Bey07l,Bol07, Bor05, BFET05, BvdDW08, Cap00a, CMG08, CCE+04, CEKH+07b,CM06b, Cha08a, Fri06c, Fri06d, Fri08, JQQ04k, Kot09, Lol06, Lou08b,NCCFM08, Osi07e, Pat05, Ruz00d, Ruz00a, SR09i, Sin08b, Sne05b, Utk08b,VY03, ADD+03, Amm09, AGLT02a, AAR03, CM06a, Cut00d].Mathematicians [Wal08b]. Mathematics [BJS+00]. Mather[Oli02m, Sib04a, Sib04b]. Matlab [Gau06]. Matrices[Gil03o, Gil03j, Gil03m, Gil03e, Gil03n, Gil03g, Gui09w, Jef04e, Led03, PL03,Spe03, AC02e, AGP09, CC08, Dou03, Gui09c, Gui09e, Gui09u, Gui09t,Gui09z, Gui09-27, Gui09-29, Kho08, Lom00e, O’C03, Riv02]. Matrix[Bia09a, BHGVN06, Chu08e, Chu08f, Chu08g, Dei03, Gil03l, Zha02g, Gui09b,Yaf00h, Yaf00j, Yaf00l]. Matrix-Valued [Gil03l]. Matroids [Jon08i].Matter [AMTV08, AMS+08a, ASWY07b, ASWY07f, AHKM08a, AHKM08i,AFS08, AADH08, ACC+08, AT09b, AT09d, AD08b, AMS+08b, BBS07a,BBS07b, BJS08a, BCM08, BV08a, BV08d, BV08e, BV08f, BV08g, BV08h,BKK+09a, Ber07a, Ber07c, BCM09b, BCM09e, Bey07a, Bey07h, BBC+08a,Bis08b, Bis08e, Bis08f, Bis08g, BBH+09, BLS07a, BLS07e, BBD+08,BBK+09, BvdVP02a, BvdVP02b, BvdVP02c, BvdVP02e, BvdVP02f,BvdVP02g, Bow08b, Bow08d, Bra08b, Bra08d, BSS09a, BSS09e, BSWZ07,BF06a, BF06f, BF06g, BF06h, BF06i, BSPS09a, BPSS09a, CMRT09a,CLM+08a, CLM+08e, CMG08, CEKH+07a, CDM+08, Cer06a, Cer06g,Cer06h, Cer06i, Cer06j, Cer06k, Cer06l, Cer06m, Cer06n, Chi09j, Chl09a,Chl09c, Chu08a, Chu08c, Cla06a, CCG+04, Cou07a, CFK+08, DKM+09,DFT08a, DF05a, DH09r, DH09u, DFPS08b, DFPS08e, Don07a, Don07c,EH08a, EKMY02b, Eva08c, Eva08e, Fal08a, FJ04o, FHL+08, Fre09c].Matter [Fre09d, Fre09e, Fre09f, Fre09j, Fre09k, Fre09l, Fre09m, Fre09n,Fre09o, FHBIK06, Fri06b, Gie07b, Gie07e, Gin09a, Gin09f, God08, GSE07a,GSE07c, Gro07a, Gro07c, Gui09j, Gui09k, Gui09l, Gui09m, Gui09n, Gui09o,Gui09p, Gui09q, GLM+09, HH06b, HH06e, Han07a, Han07e, Har08b, Har08c,Hol09, Isa07a, Isa07e, Jon08j, Kac06b, Kon08a, Kut07b, Kut07c, LB09a,LH09b, LH09c, LH09m, LH09n, LH09o, Lou08a, LCL07a, LCL07e, MY07b,MY07f, Mar08a, Mar08b, MY02a, MMO+07a, MMO+07e, MMO+07f,MMO+07g, MMO+07h, Mas08a, Mas07a, Mas07e, MNS+03, MK07a, MK07i,Mie08a, MP09b, MP09e, Mis08a, Mis08d, Moc09a, Moc09c, Mol07a, Mol07b,MOTV09c, MOTV09d, Mon02i, Mon02j, Moo01a, Moo01b, NS08a, NS08b,NS07a, Ols08a, Ols08d, Osi07b, Osi07i, Pet08a, Pet08e, Pha07a, Pha07b,

29

PR07a, PR07d, Pri09e, Pri09h, QXZ09a, QXZ09d, Ras07b]. Matter[Ras07e, Ras09a, Rez08a, RV08, Rob04a, RS07a, RS07b, Roh09c, Roh09b,Rot09a, Rot09b, RY09a, RY09c, SR09a, SR09d, SF08a, Sch07g, Sch07q,Sch07r, Sch07s, Sch07t, Sch07u, ST08a, Sie09a, Sie09c, Sim08a, Sim08d,Sin08a, Sla06a, Sla06h, SV09a, Ste07a, Ste07f, Sum09a, Tai09d, Tai09g,Tak06c, Tak06p, Tak06q, Tak06r, Tak06s, Tak06t, Tak06u, Tel06b, Tel06f,Tel06g, Tel06h, Tia08a, Tia08f, Tof08a, Uka06b, Unt08b, Unt08d, Urb08a,Urb08c, Utk08a, Vak08a, Ves08a, Ves08d, Wal03a, Wal08a, Wei09d, Wei09h,Wil08b, Wil08i, Wit07c, Wit07d, Woj07a, WL08a, Xia09a, Yan09a, Zum07a,dS01i, dS01j, dS01k, dS01l, dS01m, dS01n, dS01o, dS01p, dH09a, dH09f,dH09g, dSW08a, dSW08b, vdH06b, vdH06c]. Maximal [GGM07, KW04,Mas07i, Naz03a, Roh09m, STJV03, dR02d, dR02a, HN05q, HN05b, dR02i].Maximality [Ob l07]. maximally [Sim08m]. Maximisation [Sch04a].Maximum [Bis08a, Bis08k, BvdVP02s, Deb09, Gui09v, Sus08, Cha03, Hir03].Maxwell [BCG08, Dem08, Oli02l]. Mean[BBS07d, BPF+02i, DD03a, GM03, Tal07, Cat04c, GMR00, Sch07-27].Meaningful [CLM+08d, CLM+08f, CLM+08j]. Means[HK03j, HK03g, HK03d, HK03e, HK03f, HK03c]. Measure[DMH03, Hor03, JQQ04c, Naz03a, dRV00, Bia09b, BvdVP02u, Che03, Fer08,FSU01, Gui09u, Gui09t, Har00, Paj02a, Pri01, RY09h, JQQ04d].Measure-theoretic [JQQ04d]. Measurements [AK04s, Bar06]. Measures[App06, BCM09q, BN03, Bob03b, Bow08f, Bui05, Cut00a, Cut00f, Del06,FJ04g, Fou05, Har08d, JL05g, NP01l, Pen04, QXZ09f, QXZ09l, Rot09e,Rot09f, Rot09g, Sch03f, Sod07, Wal03b, Xia01f, Che03, Hu00, KS01a, Phe01c,Phe01o, Phe01q, Zhi01c]. mechanical [Mon02h, Oli02f, Oli02e]. Mechanics[AJPP06, Bar06, Cut00b, Joy06a, Oli02n, BKK+09b, Oli02g, Oli02d, WG00d].Mechanisms [WHG05]. Media [Bol07, DBAP08, EH08b, Fas00a, Gio08,SF08c, Urb08b, Fas00c, Mik00, Teu03e]. Medical [AK09]. medicine [Deu00].Melnikov [Kun00e]. Memoriam [EY06]. Mendelian [Tia08d]. Menger[Paj02h, Paj02c]. meromorphic [KV00d]. Mesurable [Del02e]. mesures[BS03a]. Metamorphoses [Efs05h]. Metaplectic [Unt08f, Bru02b].Metapopulations [MT08]. Metastability [Bov09, dH09o]. Method[AK09, CLM+08b, CLM+08m, Chi09n, Chi09r, Dor08, FJ04b, Gie07a,Gro07h, MY07j, MY07k, Osi07p, Rei04i, Sch07w, Urb08g, AGLT02b, Kun00e,Phe01j, Phe01m, Ste03k, Tar00, vdH06h, BHLV03c, BHLV03b].Methodology [Fil01d]. Methods[AF08b, BBH+04, Bec06, Bra03, Can03, Chi09s, Chi09t, Dah03, Dol03m,Dur08, Fal08b, For04, Fri06a, FS00e, Gat00, Gau06, GO08, INP04, Kot09,Kuk05, LM08, MY07l, Mel02i, NV04l, Pet08c, Pet08d, Pet08g, Pet08h,Pha07d, Ste03e, Ste03h, Tig04, ZZ04, Cao03e, Ras09b, Rit00g, Sch07v].Metric [GRKVL02d, LMPTJ07, MOTV09e, Hab00b, NP01n, BPF+02k].Metrics [Hab00g]. metrizable [Phe01i]. Metropolis [DD03b, MR00].Meyer [Yor06, Att06a, Bia06, EY06, Jak05]. microfunctions [Wak00a].Microhypoellipticity [HN05b]. Microlocal [Wak00f, Wak00c].

30

Microparasites [FL08]. Microscopic [CL08, Lac08]. Microstructure[Dol03d, Dol03m]. Microstructure- [Dol03m]. Migration [NL08]. Milman[Phe01b, Phe01k]. Milnor [BSS09k, Goi01]. Mindlin [Fal08c]. Minicourse[KRA09]. Minimal [JQQ04c, MRR02, Mee02, Yan09b, GMR00, Gre03g,PR02, Sib04c, Sib04e, Sib04d, Sib04f]. Minimality [Cox08]. Minkowski[Bob07b, Kla00, SV00]. Minkowski-Type [Bob07b]. Miscellanea [MP09i].Miscellaneous [Fre09r, Fre09s, Fre09t, Jon08p, Yaf00q]. Mixed[Bis08i, Dur08, Lee04j, Naz03b, BG08, Lee04a, Lee04c, Lee04e, Lee04d, Ste03d].Mobius [Oli02k]. Mode [Utk08b]. Model [BJS08b, JL05g, MP07, Mas07c,Mas07f, BJ00, Cer06f, Cer06p, Dha09, Fre09i, Fre09u, Fre09-28, Yaf00d].modele [Yor06]. Modeling [Agu06, Amm09, AMR03, Bau03, BJR04b,Bor05, Bra08j, Bra08k, Cos08, MT08, Ruz00e, Ruz00a, Sne05a, Sne05b].Modelling [AF08a, CM06b, Cha08a, Ear08, GRMH08, Lol06, Yan08].Models [All08b, BBS07g, Bau08, BCM09d, BCM09h, BCM09k, BCM09n,Ber05, Bis09, Bjo04, BCG08, Bra08i, CMRT09b, CMG08, Car07, CP06,DGMR08, DD03b, DF05c, Fil01g, Fil01i, FL08, Fri06c, Gui07, Iof09, JK04a,KH07, LB08, MR08, NL08, NCCFM08, Rin03, Tal07, Ton09, Web08, WHG05,WG00e, WG00g, WL08b, Wu08, dH09p, vdD08a, vdD08b, Cap00a, EK00,JK04m, JK04k, JK04l, JK04d]. Moderate [GOW04j]. Moderately[LCL07b]. Modified [Xia01f]. Modular [Ade01d, Att06b, Lee04d, Unt00j,Unt00o, Unt08a, Unt08h, Wei09g, Bru02b, KL01f, Wei09l]. Modulation[Tof08b]. Module [CMZ02i, Bro04f, Bro04e]. Modules[Bro04i, Fre09v, Fre09w, Li02e, Li02g, Li02f, LH09j, NV04b, CMZ02b,CMZ02c, CMZ02f, CMZ02e, Fre09b, Fre09u, Fre09z, Fre09-31, GR03d, Gre03f,Gre03e, GSE07b, GSE07e, Mon01a, NV04c]. Moduli[DIK00f, Hab00g, Moc09b, Moc09g, Ols08c, Ols08g, Ols08h, Ols08i, Vak08b,Vas02g, Hab00d, Hab00e, Oko03, Vas02c, Vas02d, Vas02b, Vas02e].Molecules [Efs05b]. mollifier [Sch07o]. Moment[AK04k, AGLT02k, AGLT02c, AGLT02d, AGLT02b]. moments[Gui09-27, Kho08]. Momentum [MMO+07l, BHLV03c]. Monads[BF06e, BF06b]. Monge [Bre03, Caf03]. Monodromy [Efs05e, Hsu00g].Monogenic [Jef04f]. Monoidal[Cut02s, KL01i, LH09e, Fre09x, Fre09-27, Fre09-28]. Monomialization[Cut02l, Cut02u, Cut02o, Cut02j, Cut02n]. Monotone[Bal04, Chu02i, Sim08h, Sim08i, SST09, Sim08m]. monotonic [Phe01b].Monotonicity [Ath00, Lau09, Sim08c, Sim08j, AGH03j]. monster [Hsu00l].Moore [Goi01]. Morozov [Gro07h]. Morphisms[Cut02u, Cut02n, Cut02o, GdS03l, GdS03c]. Morse[HN05f, Jon08h, Osi07o, Ras07h]. Morton [KS06a, Fil01i]. Mosaics[BBS07e]. Moser [dS01g, dS01w]. Most [Hir02, Bou00]. Motion[Bia09a, Cou07b, Mar08b, Mei03, Mis08c, Mis08f, Mis08g, Mis08e, Mis08i,Naj07, Pat05, Raj06, Sla06s, SV09b, BP01, Gal03, IK00, KS00, Nou08, RY09b].Motions [BM08a, BBKM01, ET05]. Motivation [PR07e, Tel06l].Motivations [Har08f, Tia08i]. Motives [Kar04b, Vis04]. Mouvement

31

[RVY06, Lac03]. Mouvements [Eme00d]. Movements [GLW08]. Moving[Lun04, Unt00k]. MSER [CLM+08j]. Much [BK07]. Multi [BF03, SW09].Multi-Frequency [SW09]. Multidimensional [Wil07, Gal03, YC04d].Multifractional [ABCV05]. Multifunctions[Sim08j, Sim08e, Sim08h, Sim08i, Sim08m]. multihomogene [NP01g].Multihomogeneous [NP01g]. Multilevel [Bra03]. multimodular[AGH03n]. Multimodularity [AGH03a, AGH03c]. multiparticle [Yaf00l].Multiple [CL07, PT05]. Multiplication[Roh09a, Roh09e, Roh09i, Voi00d, Bro04c]. Multiplicative[Ale07, Mol07f, Gil03b, KZ02c]. multiplicites [SG02]. multiplicities [SG02].Multiplicity [NP01m, Ste03s, Li02f]. Multiplier [KW04, Shi05, Wil08h].multipliers [Pis01h, Pis01g]. multiprojective [NP01h, NP01h]. Multiscale[CL08, Dah03, EH08b, Can03]. Multivariable [Glu04]. multivariate[Rit00b]. Mumford [Van01g]. Muntz[GL05d, GL05c, GL05i, GL05j, GL05k, GL05f, GL05g]. Muscle [Pat05].Mutually [CL07]. My [Mer04]. Myocytes [Sha05].

Nagy [Pis01k]. Natural [Ban08, CJMS06, dSW08f, dSW08g, dSW08e].Navier [Con06, Gal06, SR09g, Sin08b]. Near[AD08d, Lom00e, Sib04d, dH09c, dH09d]. Nearest [Mou03b]. Nearly[Bil03j]. Necessary [Han07l, Str03]. Neeman [LH09d]. Negative[Don07j, KP05, Pis05, Woj07b, KP08]. Neighborhood [dS01-28].Neighborhoods [Tak06n, Tak06o]. Neighbors [Izh04b]. Neighbourhoods[AD08h]. Nekhoroshev [Ben05]. Nematic [Dol03c]. Networks[AGH03a, BCM09a, BCM09n, Bra08c, Bra08e, Bra08g, Bra08h, Bra08j,BPSS09b, Sam08, AGH03g, BSPS09c, AGH03k]. Neumann[Mal09, Pis01b, Ste03c]. Neural [Erm05]. Neuronal [Ter05]. Neurons[Fri05]. Neuroscience [BFET05]. Neutral [Del06]. Newforms [RS07d].Newton [Osi07p, vdH06h]. Newtonian [Bil03i, FS00d, FS00e, Oli02d]. Nile[WL08b]. Nilpotency [DFPS08f]. Nilpotent[HN05r, HN05p, dSW08g, dSW08h]. No [CL07, KS05, AGH03k, KS01b].No-arbitrage [KS05, KS01b]. Nodal [BLS07c, BLS07i]. Noether [AC02h].Noetherian [LH09t]. Noise [JQQ04f, Mis08b, Tsi04]. Noises [Att06c].noisy [AGP09, Rit00f]. Non [AHKM08h, Amb08, AM02b, AJPP06, CS08,Chi09i, DH09x, Gil03q, Hel08, Her01, Hir02, JM03, KL01j, Kun00f, LB09b,Mal03, MY06g, Pao00, RS07e, SST09, Sne05a, Tia08d, Unt00o, BS03b,Cer01k, Cer01l, DM00, Gin09d, Kah04, Kun00g, Kun00h, Kun00d, Kun00e,Kun00i, O’C03, Oli02f, Sie09g, Unt00e, Cat04c, Jon08q, Pis01d].Non-Autonomous [JM03]. Non-Collapsing [Mal03]. non-colliding[O’C03]. Non-compact [Gil03q, Gin09d]. non-degenerate [Sie09g].Non-Equilibrium [AJPP06]. Non-Ergodic [Her01]. Non-Euclidian[LB09b]. Non-Excitable [Sne05a]. Non-Hamiltonian [Jon08q].Non-holomorphic [Unt00o]. non-holonomic [Oli02f]. non-linear [DM00].non-Lipschitz [Cer01k, Cer01l]. Non-Mendelian [Tia08d].

32

Non-monotone [SST09]. Non-real [AM02b]. Non-self [Chi09i].Non-Semisimple [KL01j]. Non-singular [AHKM08h]. Non-Smooth[Amb08, Kun00f, Kun00g, Kun00h, Kun00d, Kun00e, Kun00i].Non-stopping [MY06g]. Non-supercuspidal [RS07e]. Non-symmetric[Hir02, Pao00]. Non-unitarizable [Pis01d]. non-unitary [Unt00e].Nonautonomous [BV08r, Ras07a, Ras07h, Sch04b, BV08m, BV08s].Noncoincident [FL08]. Noncommutative[Bia08, Cip08, Con04, Goh04g, Hor03, Li02k, Voi00e, Voi00a, Voi00d, DL04].Noncommuting [Jef04d, Jef04i]. Nonconvective [HNKS06c, HNKS06f].nonconvex [Kaw00]. Noncrossing [Jon08r, Voi00b]. Nonequilibrium[JQQ04k, MNS09]. Nonexpansive[Chi09e, Chi09c, Chi09d, Chi09i, Chi09r, Chi09s]. Nonholonomic[Mon02k, Mon02f, Mon02d, Mon02g, Mon02c]. Nonhomogeneous[Bis08a, Bis08i]. Nonlinear[Ber07f, CMZ02i, Chi09m, Cla06b, Coh03, DM08, HNKS06a, Kuk05, Mey06,MOTV09g, Pen04, Ras07i, Rit00g, Rit00h, Tur00b, Zhi01d, NS08g].Nonlinearity [HNKS06g]. Nonreal [AMAF02, ABFM02]. Nonself [Gil03s].Nonself-adjoint [Gil03s]. Nonselfadjoint [Gil03r]. nonsingular [GL00a].Nontangential [Ryz09]. nonuniform [BV08o]. Norm[Bar03, MK07e, Gil03p, Zha02d]. Normal [Gil03d, Han07h, Pri09f, Pri09m].Normality [Bis08i, Bis08j, BvdVP02n, DFPS08h]. normalization[BHLV03d]. normalizing [BHLV03g]. Normed[GL05l, Mel02d, Mel02f, Mel02e]. Norms [AP07, Bob00, Gil03l]. Norton[Hsu00h]. Notation [AC02k, Bil03k, Bru02i, CE05g, Dol03j, GL02h, Gru02m,MY06b, Pfl01g, Pis01n, Zhi01e]. Notations [Cut02m, Cut02p]. Note[BCN03, GM03, Gor07, KS07, Dou03, KS01b]. Notes[Amb03, FR06a, How02, Lus02, Mor08, Wag00, vdDW08, Kun00b]. Notion[ES01]. Notions [Ras07j, Bro03, FBF+02b, Wen03b]. nous [Yor06]. Nuclei[Kie02h]. Nullstellensatz [NP01i]. Number[BSS09k, GGM07, PV06, Ste07j, vdDW08]. Numbers[Fri06a, JQQ04e, NP01n, Nes03, Sch03h, Wal03b, MS00b]. Numerical[Bec06, Can03, Cha08a, DD03a, EK00, Gru02j, LM08, MY07l, Mon02k,Rit00a, Sch07x, Cao03e].

Objects [LH09z, Pfl01d, Fre09-29]. Obnoxious [Tal07]. Observation[Gor07]. Observations [Her06g]. Observed [Bis08d, Bis08j]. obstacle[Yaf00e]. Obstruction [Ale04c, BSS09j, Moc09g]. Occupation [Doz03].Ocone [VY00]. ODE [MT08]. Old [Yaf00m]. Oleg [Kar04b, Mer04].Olfactory [Rei05]. One[BvdVP02l, BvdVP02v, Deb09, Don05a, Kot06, Naj07, Pha07c, Ras07c,Unt08g, YYY09, Dol03h, Lau09, Lom00e, Nou08, CE05b]. One-Dimensional[Kot06, Naj07, Pha07c, Unt08g, YYY09, BvdVP02v, Lau09]. One-Sided[Deb09, Don05a, CE05b]. One-step [BvdVP02l]. Onsager [Cap00b]. Open[AJP06a, AJP06b, AJP06c, BCM09l, BO06, DF06, MOTV09i, NS08f, Reb06,

33

RB06, Run02q, Sim08k, FBF+02g, JK04e, MY02b]. Openness [ASWY07i].operades [Cha01]. Operads [Fre09w, Fre09x, LCFG01a, Fre09b, Fre09g,Fre09p, Fre09t, Fre09-27, Fre09-28, Fre09z, Fre09-31]. operateurs[Ben03, Mic03b]. Operational [Jef04g]. Operations[BCM09m, LH09u, vdH06i]. Operator[App06, Att06b, Ber07f, Bey07i, Dah03, DH09t, Gil03t, HH06a, HN05n,HN05o, HN05d, Mol07c, Mol07f, Rot09g, Run02m, Shi05, Xu08, dR02d,EK00, Paj02d, Sch07-27, Voi00e, Gil03g, Run02h]. Operator-Valued[Rot09g]. Operators [AT09g, AT09h, Bey07j, BB09, Bou03c, Bou04, Chi09t,Chu08f, Chu08g, DH09s, Doh03d, Gil03r, Gil03q, Gil03h, Gil03e, Gil03f,Gil03i, Gil03p, Gil03d, Gil03c, Gil03s, Gro07g, Gro07f, GL05j, HH06f, HH06j,HN05l, HN05r, HN05s, HN05k, HK03j, Jef04d, Jef04f, Jef04i, JL05f, Joy06b,LM08, Mol07e, Pau06, Pri09c, Pri09i, RS07c, RW08, Ros03, Tai09b, Tof08b,Ves08b, Ves08f, Wil08n, HK03h, HK03c, Wak00b, vdH06d]. Optical[Mos08b]. Optics [Bou08]. Optimal[Agr08, Amb03, BF03, BCM09j, BCM09n, BCM09o, BCM09r, BD03,BSPS09c, BSPS09d, BPSS09b, Caf03, ET07, Las04, MY07k, MMO+07l,MMO+07m, MMO+07n, NS08g, Ob l07, Pha07c, Pir00, Vil03, AP03,BSPS09g, Cer01b, Rog03, Tar00, AGH03h, AGH03i, ACB+03, CO00].optimisation [Bur00]. Optimization [AGH03c, CP04, JM00, Kaw00].Option [Pri09l]. Optionelles [Yor02c]. Options [BF03]. Orbifolds [Abr08].Orbit [KM04a, Kec04, MMO+07m, Pfl01h]. Orbits[Han07d, Let05g, Lom00i, MMO+07s, Lom00d, Unt00c, Unt00n]. Order[Ber09, Cer01i, HH06a, Pet08c, Pet08d, Som02n, Zha02a, FSU01, Gui09f,Gui09y, Rit00i, Teu03b, Chu02c]. Order-Preserving [Chu02c]. Ordered[Kie02l]. Ordering [AGH03o]. Orderings [Phe01o, vdH06j]. Orders[Lom00i, AGH03n]. Oriented [Sla06g, Sla06n]. Original [Ves08h]. Origins[Her06h]. Orlicz [Wil08l, Woj07b]. Ornstein [App06, Bis08o, EM05].Orthogonal [BM03, Bec06, BHGVN06, Gau06, Har08a, Koe03, Kui03,Kuz06, Led07b, MV06, Ter06, Van03, KV03]. Oscillating [Mey06].Oscillator [AHKM08c, AHKM08b, AHKM08f]. Oscillators [Erm05].Oscillatory [Lom00i, Lom00f]. Osserman [GRKVL02d, GRKVL02f,GRKVL02c, GRKVL02b, GRKVL02a, GRKVL02h, GRKVL02e].Osserman-Related [GRKVL02f]. Other[Ber07i, Gin09i, Roh09n, Eva08m, NP01k]. Outbreaks [Bau08]. Outer[Xia01e]. outline [ASWY07k]. ouverts [BL08]. Overcoming [KS06b].Overview [Cut02o, Doh03a, Jon08m].

P. [Bia06, Paj02b]. P.-A. [Bia06]. Painleve [BE00, Cla06b, Paj02e, Paj02g].Pair [LH09e, Lom00d, dR02m]. Pairs [Moc09h, dR02l]. Paley[DH09x, Wil08r]. Pandemics [Bra08k]. Paper [Bia09a, Sch00]. Parabolic[KW04, Lun04, Moc09h, Mue09, Sch04b, Tel06m, DIK00b, DIK00c].Paradoxical [Run02a]. Parameter [Bis08l, JQQ04b, ASWY07c, Sie09d].Parameters [Bui05, Men04, STJV03, Kho00]. parametre [Mic03b].

34

Parametric [Bis08m]. Paramodular [RS07f]. Paris[GO08, BBF+03, CCE+04, CEKH+07b]. Part[JL05c, JL05d, MK07j, Tai09l, Tai09m, MK07b, MK07c, Unt00s, Unt00t,AGH03d, AGH03f, AGH03g, AGH03l, AGH03j, AGH03k, AGH03h, AGH03i,AGH03n, AGH03o, AGH03m, AGH03e, AK04p, AK04q, AK04r, Gre03f,Gre03e, Gre03g, Gre03j, Gre03k, Gre03h, Gre03i, NP01c, NP01d, Pet08c,Pet08d, Sae04c, Sae04e, Sae04d, Tav04, Tsi04, Wer04, Zei04]. Partial[AT09h, AT09i, Bey07b, DM08, Eva08a, KRA09, Kho09, MY07h, Mas08b,Mue09, Nua09, PR07c, Wu08, Zha02a, dR02j, Ath00]. Partially [Las04].participants [Cat04j]. Particle[BvdVP02d, Eva08j, Mou03b, Rez08b, DM00, Yaf00k]. Particles[CL07, NT01]. Particular [BBS07g, Del06]. partie [Wit07a, Wit07b].Partitions [Vas02b, FBF+02j, Pit06a, Pit06f, Pit06g, Pit06k, Voi00b]. past[HCG+00]. Patch [vdD08b]. Path [AHKM08e, AHKM08f, AHKM08l,BvdVP02w, Doz03, Kol00f, LCL07h, MY06h, Raj06, Xia09b]. Paths[Lej03, LCL07c, LCL07d, LCL07f, LCL07g, RY09g, Bur00, Lej09]. Pattern[BCM09j]. Patterns [GLW08, Mey06]. Paul [Att06a, EY06, Yor06].Paul-Andre [Att06a, EY06]. Pauli [AGP09]. PDE [Cer01i, Vil03]. PDEs[GAC+09, Bis08c, Del03, Gur09, Kuk05, Urb08g]. Penalisation [Deb09].Penalisations [RY09f, RVY06, RY09b, RY09d, RY09h]. Penalising [RY09g].Penalization [DMH03]. Brixen [BBH+04]. C.I.M.E [CO00].Mathematical [LNH06]. superlinear [Bil03f]. Pencils [AS08, Wit07e].Pendula [Efs05d]. pentagon [CMZ02f]. Percolation[CP06, Sla06g, Sla06f, Sla06n, Sla06o, Sla06p, Cer06b, Cer06r]. perfect[FS00f]. Perimeter [Naz03a, Cer06v]. Periodic[All08a, Han07d, Osi07q, Ste07d, Eli02, Kun00a, Lom00d, Lom00e, Teu03e].Permissible [Cut02s]. Perron [BLS07h]. Persistence [JQQ04f, Kuk02].Perspective [LNH06, She07]. perspectives[Cao03h, Sch07j, Sch07k, Sch07l, Sch07m]. Perturbation[Gru02k, Gru02a, Gru02e, Teu03g, Teu03c]. Perturbations[Eli02, Gil03r, Gil03d, Han07i, Mel02i, Yaf00g]. Perturbed [Mal09].Perverse [Let05d]. Pesin [QXZ09j, QXZ09l]. Petersburg [VY03]. petit[Mic03b]. Petty [Mil07]. Pezzo [Wit07f]. Pfister [Izh04b]. Phase[Bis09, Cer06u, KS06b, Urb08h]. Phenomena [Bou03c, CM06b, Lom00i].phenomenon [dRV00]. Phillips [Unt00k]. Phylogenetic [JP08, Kub08].Physical [Ben05]. Physics [AAR03, AT09a, Kot09, Kum06, SF06, VY03].Physiological [GLW08]. Physiology [Bor05]. Picard [Ber07j]. picture[ASWY07g]. Piecewise [FBF+02e]. pinceaux [Wit07a, Wit07b, Wit07e].Pinched [BS04]. Pinning [Ton09, dH09l, BvdVP02v]. pinning-depinning[BvdVP02v]. PIP [AT09c, AT09g, AT09h, AT09j, AT09k]. PIP-Space[AT09h]. PIP-Spaces [AT09c, AT09g, AT09j, AT09k]. Pisier [Wag00].Pitman [Bia06, RVY06]. Planar[BHLV03b, Han07j, Kun00i, Wer04, Zum07b]. Plancherel[Fuh05d, Fuh05c, Hor03]. Planck [HN05i, HN05n, HN05r, HN05s, HN05o].

35

Plane [AC02i, Fin06, Ste07o, AC02b]. Plans[BF03, BCM09m, BCM09o, BCM09p, BCM09q, BCM09r]. Plastic[GRMH08, FS00b]. Plasticity [Ber05, FS00e, FS00a]. Plate [Fal08c].Plucker [Ale04c]. PM [KZ02d]. PM-valuations [KZ02d]. Poincare[BS03c, GO08, HN05c, LO00]. Point[Ade01b, Ade01g, AT09e, BBS07h, Ber07b, Ber07i, Ber07l, DFT08b, Las04,Mal03, MMO+07l, Pet08f, Pet08g, Pet08h, Ste03s]. Points[Ber07e, Ber07k, CE05b, CE05c, Chi09b, Chi09e, Chi09c, Chi09d, Chi09r,DF05b, HB06, YYY09, KS00, Rei04b, Rei04c, Sib04d]. Pointwise[Wil08m, dR02p]. Poisson [AD08h, Del02c, DGP00, JL05h, JW00, Pit06g,Pri09a, Pri09k, Unt00f, Unt00h, Unt00p, Van01c]. Polar [BCN03].Polarization [AK04g, Mos08b]. Polarization-Based [Mos08b].Polarizations [Ols08g]. Polarized [Ols08i]. poles [KV00d]. polling[AGH03q]. Polya [Bia09a]. polygon [vdH06h]. Polymer[dH09i, dH09j, BvdVP02u, Cap00a]. Polymers[dH09b, dH09e, dH09k, dH09q, dH09l, dH09m, dH09n]. Polynomial[Bar03, Dem08, FBF+02f, GSE07g, GSE07f, HN05q, Led07b, Li02e, Li02g,Li02f, Li02h, Ste07c, Tel06n, YC04h]. Polynomials[Ade01f, BM03, Bec06, Gau06, GL05i, Har08a, KV03, Koe03, Kui03, Kuz06,MV06, NP01i, Ter06, Van03, Bia09b, Bob00, Gui09a, Pit06a]. Polytopes[BBS07f, GGM07, SW03]. Ponctuels [CSM02]. Population[AdlPP+08, LB08, Lou08b, MR08, Mie08c, Tav04, Web08]. Populations[FL08]. Porous [Fas00a, SF08c, Urb08b, Fas00c, Mik00]. Portfolios [ET07].Portugal [ADD+03, CO00]. posed [Sch07v]. Posedness [AK04b]. Position[Web08]. Positive [Bou00, Don07g, Fag06, Goh04e, Gre05, FBF+02j].Positivity [Ban08, Bis09, Reb06]. Postface [And06]. Postponed [JK04j].Potential[AHKM08e, AGLT02k, BB09, Bou03a, Bou03c, Fin06, FS08, GS09b, Pis05,Pri08a, SV09b, Tur00b, Tur00c, dH09k, AGLT02f, Tel06p, Tur00a].Potential-theoretical [Pis05]. potentials [Yaf00h]. pour[BS03a, Bro03, Goi01, MR00, Wit07f, Yor06]. power [SV00, Cut02t]. Powers[MP09a]. Practice [Cut00f]. Prandtl [FS00b]. Pre [Ber07k].Pre-Requisites [Ber07k]. preceding [Sch00]. Predictable[CS05, Jak05, MY06d]. Preface [Nem00h]. Preimages [Mal03].Preliminaries [Gru02b, Hab00f, Moc09i, Moo01e, NS08c, Ols08j, Pit06h,QXZ09k, Roh09o, Tur00d, AGLT02a, Tel06c, AC02a, Bro04b, Doh03b,Gil03a, Kie02a, Pil03c, Som02a, Ste03a]. Preliminary [HNKS06d].premiere [Wit07a]. Preparation [Tak06n, dS01x]. Prerequisites[Bey07m, DFPS08i, Chr00c]. Prescription [Gin09j]. Presentation[KL01k, LLP02, EY02b, Gre03j]. Presentations [Hsu00i]. Preserver[Mol07f, Mol07e]. Preservers [Mol07d]. Preserving [Chu02c]. pressing[LvdLM00]. preuve [Bai08]. previously [CC08]. Pricing [Bac04]. Prime[Fri06a, Som02n]. Primer [Kho09, Ols08b]. Primes [Ade01b]. Primitive[Hir02]. Princeton [BBF+03, CCE+04, CEKH+07b]. Principal

36

[DMH03, Mel02b, AC02f, Unt00e, Unt00l]. Principally [Ols08i]. Principe[Wit07f]. Principle [DGMR08, NT01, Ob l07, Sib04g, Sus08, Gui09t, RY09d].Principles [Her06c, dS01-27, Cer06x, DM03]. Prion [MT08]. Priori[Tai09i, Urb08j]. Probabilistic [Cer01i, Del03, Pri08b]. Probabilites[ASTB03, ALEY00, AELY01, AELY03a, AELY03b, Ber00a, Ber02, Bra08h,CP04, CP06, DMERS07, DMERS08, DMERS09, Don07m, ELY05, EY06,Eva08h, Gui09w, LCL07d, MP07, Pic05, PP06, SP06, TZP04, TW04, dH09q,EY02a]. Probabilities [DMERS09, Sie09b]. Probability[ASTB03, Ber00a, Ber02, BN03, Bob03b, Bob07a, Fou05, GM04, GL00c,JQQ04k, Pic05, Pri08a, SF06, SF05, Spe03, Ste07g, TZP04, Xu08, GL00a,GL00b, GL00d, Gui09h, Kol00k, TW04, Voi00e, Eva08h]. Problem[Amb08, AK04f, AK04j, BCM09f, BBF08, Bou03b, BSPS09e, GL05k,MMO+07o, Mil07, Paj02g, Pha07c, Pis01c, ST08b, ST03, Urb08h, AGLT02c,AGLT02d, Bal00, BP01, Bor03, BSPS09f, Hsu00i, Hsu00n, Kol00a, Paj02e,Pis01k, Pis01i, Sch07z, Sim08n, Unt00n, Yaf00n]. probleme [DDD02].problemes [BL08]. Problems[Agr08, Amb03, AGLT02k, AAR03, BCM09l, Bil03j, Bol07, Bon08, BJS+00,BD03, CS08, Can03, CL08, Fil01i, Fin06, FS00e, Gro07f, Hel08, Hua04,Kaz06, Las04, Lou08b, Lun04, Mal09, Mel02b, Mol07f, Mol07e, MOTV09i,Ob l07, Pis01m, Pis05, Pis07, Rei04i, Rit00a, Sol03, Son03, Ste03c, Tai09a,Tai09c, Tai09e, Tal07, Tar09, Vas02c, Vas02d, Yaf00m, AGLT02b, AGLT02f,AGLT02g, Bil03e, Bil03b, Bil03d, Bur00, Cer01b, Eng00, Fas00b, FBF+02g,FS00a, FS00f, Kaw00, Lio00, MY02b, Rei04e, Rei04f, Rei04d, Rit00e, Rit00f,Rit00g, Rit00h, Rit00i, Rog03, Run02q, Sch07v, Sim08k, Zhi01g].Procedures [Ber07b, Ber07i, Ber07l, Mim03]. Process[Bis08o, BO06, GZ03a, Jak05, JQQ04c, Kho03, Sla06c, Hir03, RY09f].Processes [App05, App06, ABCV05, BBS07d, BBS07h, BNT06, Bel06,BLM08, BvdVP02m, BvdVP02n, Bou08, CM03, CMI+03, CM08, Chi09q,CJMS06, Dem09, Don05a, Don05b, Don07m, Don07e, Don07g, Don07f,Don07j, Eme06, Enr07, EM05, EE09, Fil01c, Fra06, GM07, Goh04b, Goh04g,GS09b, Gre05, Iva03, JQQ04e, JQQ04d, Kol00g, Kot06, Kul09, Kum06,KP05, KS07, Mas07g, Mis08f, NNY05, Pet08f, Pis05, Pis07, PP06, SY07,SF06, SF05, Tai09e, Yan08, YYY09, Zak05, AGH03l, Bas03, Cap00a, Cap00b,Eis00, Fas00b, Jac03, Kol00i, KP08, NT00, O’C03, Pit06d, Pit06e].Processing [AT09j, Cao03i, Cao03a, Str00]. Processus[CSM02, Del02c, Del02d, Mey02a]. Producing [Fri06a]. Product[AT09i, Bha05, Bou07b, CR07, MMO+07b, Unt00m, Unt00s, Unt00t].Production[JQQ04a, JQQ04b, JQQ04g, JQQ04i, JQQ04e, JQQ04c, JQQ04d, Vil08].Products [Bru02a, GdS03j, GdS03i, MMO+07t, NV04g, Ste07c, Fre09y,Fre09-30, LvdLM00, Run02k, Unt00h, Unt00p, Van01b]. Profile [BvdVP02s].Profiles [Nus03, Ser07b]. Program [Fre08]. Progress [DR08]. Progression[GLW08]. Progressivement [Del02e]. Projection[Art04, Dem08, GL05k, Ste03k]. Projection-Based [Dem08]. Projections

37

[BPF+02l, Piv07, GL00f, Mic03a]. Projective [JK04a, Osi07r, Roh09f,GR03d, JK04m, Wen03c, Wen03d, BPF+02g, JK04k, JK04l, JK04d].projectivity [Chr00g]. Proliferation [Fri06d, MT08]. Proof[Cao03g, Cut02o, Han07k, HN05k, Jon08n, KMS01, Mar08d, Pis04, Tai09l,Tai09m, Tai09j, Tai09k, Yan06, ASWY07k, FSU01, Yaf00a, Cut02i]. Proofs[Han07l, RS07g, JK04j, NP01o]. Propagation [LB09b]. Proper [Isa07i].Properly [PR02]. Properties [Ale07, Arn08, Bel06, BLM08, BvdVP02w,Chi09m, Chi09v, Doz03, GK04, GL05a, GL05c, HN05c, HH01, Jef04i, Jon08e,Jon08d, Jon08k, MY06d, Phe01p, Sch03f, Tof08b, Ves08b, Xia09b, AGP09,BV08c, BSPS09g, Dha09, Fre09a, FS00a, GL00d, Run02e, Run02l, VY00].Property [BH08, BK03, Eme01, KS05, Kie02f, Kut07d, LH09t, Pha07c,QXZ09e, Woj07b, Ath00, KS03, Str03]. propres [PL03]. Propriete [God05].Prospects [DR08]. Proteolysis [Lol06]. Prufer [KZ02b, KZ02f]. Prune[Eva08l]. Pseudo [Chi09b, Chi09g, Chi09h, Chi09k, Chi09l, HN05m, RW08,ST08b, Tai09b, Tof08b, Xia01g, Oli02c]. Pseudo-contractive[Chi09b, Chi09g, Chi09h, Chi09k, Chi09l]. Pseudo-Differential[RW08, Tai09b, Tof08b, HN05m]. Pseudo-Holomorphic [ST08b, Xia01g].Pseudo-Riemannian [Oli02c]. Pseudodifferential[LM08, Unt08a, Unt08g, Unt08h, Wak00b]. Pseudofunctors [LH09e].Pseudostable [Ole03]. PSI [Bou03b]. PSI-2 [Bou03b]. Puiseux [FJ04d].Punctured [ASWY07j, ASWY07g]. Pure [Har08j, BS03b]. purely[Han03, Lom00d]. pushout [Fre09y]. pushout-products [Fre09y].

Quadratic [AHKM08h, Cut02r, JL05g, Tig04, Unt00n, Vis04, DIK00d,Kaj08, SST09, Unt00c, Efs05d]. Quadrature [Gau06]. Quadric[Li02e, Li02g, Li02f, Li02h]. Quadrics [Kar04a, Kar04b, Vis04, Wit07e].quadriques [Kah04, Wit07e]. Qualitative [FR06a, Kut07f, Zhi01d].Quantique [Bia06]. Quantitative [Kut07g, YC04i]. Quantities [Ber09].Quantization[GL00c, HH06h, RW08, Unt00o, Unt00p, GL00a, GL00b, GL00d]. Quantum[AHKM08d, Arn08, AJPP06, AJP06a, AJP06b, AJP06c, Att06c, Bar06,BO06, Bou07a, Bou08, Con04, DGMR08, DF06, FR06a, Fag06, Fra06, FR06b,FS08, Har08a, Har08m, Iof09, Joy06a, KL01j, KL01e, Kon08b, Kum06, Lin05,Mer06, Mol07d, NT01, Pil06, Pri01, Reb06, Rob04b, SF08b, SF06, SF05,Teu03g, Wal08b, Xu08, AH00, CMZ02e, Kus05, AF08a, BGTT02, Teu03e].Quarantine [NCCFM08]. Quasi [AK01, AHKM08k, Bey07b, Bey07g,Bey07n, Del03, FS00d, HH01, LH09v, LMTJ04, Eli02, Oli02l].Quasi-Abelian [AK01]. Quasi-Coherent [LH09v]. Quasi-Compactness[HH01]. Quasi-Convex [LMTJ04]. Quasi-free [AHKM08k]. Quasi-Linear[Bey07b, Bey07g, Bey07n, Del03]. Quasi-Maxwell [Oli02l]. quasi-periodic[Eli02]. Quasi-static [FS00d]. Quasiconformal [Vas02d, Vas02g].quasifuchsian [ASWY07g]. quasy [Gre03a]. quasy-continuity [Gre03a].Quaternionic [Ale04c]. Quaternions [BFL+02, BPF+02f, BPF+02a].Quelques [RVY06, Yor02d]. Question [Bia06]. Questions

38

[Ale04b, Don07b, GL05g, JK04e, RY09d]. Queue [GOW04d, GOW04a].Queueing [Bra08e, Bra08g, Bra08h, GOW04f]. queues[AGH03l, AGH03i, GOW04l, O’C03]. queuing [AGH03g]. Quilts[Hsu00j, Hsu00k, Hsu00l, Hsu00b, Hsu00c, Hsu00d, Hsu00h, Hsu00m].Quotient [Ste03j]. Quotients [LMTJ04, Mal01, GdS03d].

Radial [Dem09, Gie07c, Gie07i]. Radon [Unt00l, Unt00r]. Rainwater[Phe01e]. Ramanujan [NP01b, Wei09l]. Ramifications [Fre08]. Ramified[Han07i]. ramifiee [Kah04]. Ran [MW03]. Random [AP06, Art04, BBS07e,BBS07f, BBS07g, Bia08, Bol07, Bou03c, Chu02e, Chu02a, Chu02b, Chu02i,Chu02c, Chu02d, Deb09, Dei03, Don05b, Eva08b, FR06b, GM04, Gui09w,JQQ04i, Kho03, Led03, LTJ00, LMTJ04, MY06e, O’C03, Oko03, Ole03,Pit06i, Pit06j, Piv07, Sch07a, Sie09f, Sla06b, Sla06r, Spe03, Sum09b, Tel06a,Ves08b, Ves08f, Wer04, Wil08m, Xia09b, Zei04, dH09d, dH09k, dH09l,BvdVP02x, CC08, Cer06f, Gru08, Gui09e, Gui09z, Har00, Hir03, Hob00,JW00, Kho08, Kho00, Pit06b, Pit06f, Pit06g, Pit06k, Voi00a, Voi00d, dH09q].Randomized [Cat04e]. Randomly [SW03]. Randomness [AD08d, AD08h].Range[GOW04i, NS07c, Bil03e, Yaf00f, Yaf00g, Yaf00h, Yaf00o, Yaf00p, Yaf00q].Rank [Dol03h, GL05j]. Rank-one [Dol03h]. ranked [RY09f]. Rapport[Del02c, DDM02]. Rate [Bjo04, Fil01i]. Rates[Bis08n, Bis08o, BvdVP02t, Sie09f]. Rational[BHGVN06, HB06, KL09, Nes03]. ray [Nat08, Sch07c, Leu03b]. Raz [MW03].Re [Eva08k, Eva08l]. Re-Graft [Eva08l]. Re-Grafting [Eva08k]. Reaction[Cos08, Mel02b, Mim03]. Reaction-Diffusion [Mim03]. Read [Pis04]. Real[AHKM08g, BSS09i, Bun02, Cat08, DIK00g, DIK00h, Eva08h, For04, Fou05,Har08n, Har08o, Hua04, Kas08, Lyu04, MK07j, Zum07b, vdH06l, AM02b,DIK00f, DIK00k, MK07b, MK07c, ZZ04]. Real-Part [MK07j]. realm[Van01d]. Receptor [Rei05]. Recognising [Eme09]. Recollections [Mer04].Reconstruction [AK04s, CR08, Mos08a, AGLT02e, Sch07h, Sch07i, AK04e].Recovering [Unt00q]. Rectifiability [Paj02h]. Recurrence [Sch03i, dS01y].Recurrent [Bau08, Ear08, Osi07c]. Recursive [AP06, Tak06y, Doh03e].Reduction [MMO+07c, MMO+07b, MMO+07j, MMO+07k, MMO+07l,MMO+07m, MMO+07n, MMO+07r, MMO+07p, MMO+07q, MMO+07u,Wei09m, BHLV03b, Gal03, HCG+00, Cut02c, Cut02d]. Reductive[Let05b, Let05h]. References[AC02j, AGH03p, AK04t, AGLT02l, Bil03m, BHLV03k, Bro04k, Bru02h,BPF+02o, CMZ02k, Cao03k, Cat04k, CE05i, CL02f, Chu02j, Cut00g, Dol03l,Efs05i, FJ04r, Fil01k, Fuh05h, GR03j, GRKVL02i, GL02g, Goh04h, GdS03o,Gre03b, Gru02n, HN05t, HK03k, Jef04h, JQQ04l, JK04n, KM04e, Kie02p,KZ02g, Lee04k, Let05j, Li02l, Mel02k, Mon02m, Oli02q, Pil03l, Pis01l, Rei04h,Run02r, Sae04f, Sch03g, Sib04h, Som02l, Ste03g, Ste03-28, Teu03i, Vas02h,Wen03j, WG00h, YC04k, Zha02h, dR02q]. Refinements [AT09k]. Reflected[NNY05, Pis07]. Reflection [Bis09, BS03c]. Reflections [MY07c]. reflexive

39

[Chr00d, Sim08i]. Reformulation [ASWY07k]. regression[Nem00e, Nem00f]. Regular[Mar00f, MMO+07r, Kol00h, Mar00a, Mar00d, Paj02d, AGH03o].Regularity [AGH03a, ABCV05, BCM09g, Urb08g, Ves08b, BV08k, BV08l,KW04, Li02h, Mel02g, Mel02e]. Regularization[RV07, AGLT02c, AGLT02d, Eng00, Sch07v, AGLT02b, AGLT02f, AGLT02g].regularized [Bru02c]. Reissner [Fal08c]. Related[AP06, Ale04b, Doh03g, Don07b, GRKVL02f, GL05g, Kaz06, LCFG01a,Mec07, Mis08f, Mis08h, Sin08b, YC04b, Gin09i, Han03, MY02b, Wei09f].Relation [Hir02, Tel06e, Gru02e]. Relations [Bey07i, KM04c]. Relative[AHKM08h, KL01d, Mon01f, Yaf00j]. Relatively [Gil03d, Gil03c]. Relatives[RVY06]. Relativistic [AHKM08d, NT01, Kie02b]. relativity[Oli02i, Oli02h]. relaxation [Bil03g]. Relaxed [BSPS09f]. Reliability[Doh03f]. Remark [Bob07b, Bou07a, Led03, Bal00, Ras03]. Remarkable[MY06d]. Remarks [Bob00, Dol03g, JS04, KS05, Kla00, Mec07, MW03,Tai09f, Bil03g, CC01, Lio00, NP01o, Tel06d]. Remarquable [Yor02c].Renorming [MOTV09g]. Renormings [MOTV09e]. Repelling [CL07].replication [ST03]. Representation[BH08, CMHL02, Cow08, Eme01, EE09, GSE07h, Har08a, Kas08, MY06d,RS07h, Ser07a, Tar02, Xia01h, CSM02, Yor02b, Bor03, FBF+02h, Phe01j,Phe01k, Phe01m, Ver03, Yaf00r, AK04c, TDP08]. Representations[Che03, Fuh05b, Gil03b, GL02e, GSE07g, GSE07f, Pau06, RS07e, Unt08f,Vog08, ASWY07e, ASWY07h, BS03c, Dou03, Pis01d, Wei09f]. representing[Phe01q]. Reproducing [Wil08c, Wil08d, Wil08e]. Reproduction[vdDW08]. Requisites [Ber07k]. Rescaling [CM08]. Research [Tia08g].reservoir [EK00]. Resistance [KS06b]. Resolution[Mof09, Cut02e, Cut02f, Cut02g, Cut02h]. Resolutions [LH09d, Gre03g].Resolvent [Ade01f, HN05l, Yaf00k]. Resolvents [Gil03b, Phe01d].Resonance [Efs05e, SW09, Lom00b, Lom00a, Lom00c]. Resonances[Lom00j]. Respect [AHKM08c, AHKM08b, Cou07b, DP06, Mis08h, Mis08i,Naj07, Naz03a, FSU01, MK07c, MK07e, Str03]. Response [GRMH08].Restricted [KS06a, SV00]. restriction [Fre09i]. resultant [Phe01p].resultat [Bai08]. resultats [BL08]. Results [Bol07, CMRT09b, CLM+08c,Izh04a, Jon08p, Kar06, Kar04a, KL01g, Mel02b, Mue09, NP01k, NS07c,Sin08b, Sla06i, Sla06p, Son08, Ste03b, Ste07e, Ste07g, Tai09h, Tia08g, Zhi01a,AP03, Bil03h, Gre03k, HNKS06d, Hsu00n, NP01n, Rit00i, Sim08l]. Return[HN05o]. Reversal [Dor08]. reversed [Cha03]. Reversibility [BV08n].Reversible [Eis07, Lom00i, Mou03b, Lom00h, Lom00j]. Reversing [TF09].Review [BJS08b, DFT08b, KP05, Pis05, Caf03]. Revisited[Fil01d, Led01, Ob l07, Piv07, Unt00k]. Rham [Pfl01c]. Riccati [Las04].Riemann [Bor03, Bru02e, Kui03, Ste07l]. Riemannian[AD08f, GRKVL02d, GRKVL02b, GRKVL02a, GRKVL02h, GRKVL02e,Hab00g, Lan09, Oli02e, Oli02c, Rei04d]. Riesz [FSU01]. Right[LH09s, LH09w, Fre09b, Fre09u, Fre09-31]. Rigid [NS08d]. Rigidity [Val08].

40

Rigorous [Ves08h]. Ring [GR03i, GR03c, Gre03i]. Ringed [LH09g, LH09x].Rings [Kie02c, NV04a, NV04h, NV04l, NV04c, dSW08i, dSW08j]. Rises[MY06h]. Risk [BJR04b, Del06, Pen04, Cat04c]. Rn [BV08q]. Robust[CLM+08k]. Robustness [BV08o]. Roelcke[Unt00q, Unt00r, Unt00s, Unt00t]. Role [Bau08, NCCFM08]. Romano[AAR03]. Root [Eva08k, Pet08g]. roots [ASWY07a]. Rosen [Mar08d].Rosenthal [Ole03]. Rotation [JQQ04e]. Rotations [Zak05]. Rotund[MOTV09e]. Rough [Lej03, LCL07c, LCL07d, LCL07f, LCL07g, Lej09].Rouquier [Chl09h]. routing [AGH03h, AGH03i]. Rudimentary [Cao03b].Ruelle [QXZ09i]. rule [ASWY07c, DF06]. Russia [VY03].

Saint [ASTB03, Ber00a, Ber02, Bra08h, CP04, CP06, Don07m, Eva08h,Gui09w, LCL07d, MP07, Pic05, PP06, SP06, TZP04, TW04, dH09q].Saint-Flour [ASTB03, Ber00a, Ber02, Bra08h, CP04, CP06, Don07m,Eva08h, Gui09w, LCL07d, MP07, Pic05, PP06, SP06, TZP04, TW04, dH09q].salesman [Paj02b]. Sample [BvdVP02w, Doz03, Gre03l, Xia09b]. Sampling[GM07, Fuh05f]. Sandwiched [Eme06]. satisfying [CC01, Nem00g].Saturations [MS00a]. sauts [Sim03]. Scalar [BHGVN06, Bil03f, Rei04e].Scale [JP08]. scales [Sie09g]. Scaling [Tsi04, Urb08g]. Scalings[GOW04g, GOW04j, GOW04h]. Scattering[AHKM08e, Yaf00m, Yaf00e, Yaf00i, Yaf00j, Yaf00l, Yaf00n]. Scenery[Kho03]. Schachermayer [KS03]. Schatten [Tof08b]. Schechtman [Gor07].Scheme [Del03, MY07e, Ter06, Cao03f, Yaf00g]. Schemes[Doh03e, Hir02, LH09a, LH09j, LH09l, LH09p, LH09v, LH09y, Ste03d].Scholes [RS03]. School [AF08a, ADD+03, ACB+03, AZ03, AAR03,BBH+04, BBSW07, BGTT02, BM08b, BHK05, BKK+09b, BG08, Bon08,CM06a, Can03, CMI+03, CT08, CO00, CMHL02, CCJ+03, DR08, DL04,EKMY02a, Mar07, NS08g, PV06, TDP08, Tig04, VY03, ZZ04, GAC+09].Schramm [Wer04]. Schrodinger [All08a, BB09, Bou03a, Bou03c, Bou04,HN05l, HN05d, Kol00b, Kol00f, Ves08b, Wil08n, Zhi01d]. Schur[GSE07f, Gui09a, Pis01h, Pis01g]. Schwartz [BSS09l, BSS09m]. Sciences[Ban08, CL08]. Scientific [Yor06]. Score [BvdVP02l]. Scores [BvdVP02k].Scroll [Wal06, JK04i]. Scrolls [JK04a, JK04f, JK04g, JK04m, JK04k, JK04l].SDEs [Nou08]. Seasonal [Bra08k]. Second[Cer01i, Cut02d, Gui09y, HH06a, JL05d, Rit00i]. Second-order[Gui09y, Rit00i]. seconde [Wit07b]. sections [KL00]. Sectorial [Jef04f].Securing [CLM+08l]. Segment [BCM09c]. Seiberg [Moo01c, Moo01d].Selberg [Kac06a, Ste07m, Unt00q, Unt00r, Unt00s, Unt00t]. Selected[Mol07e, EY02b]. Selection[MNS09, MP07, Mas07c, Mas07f, NL08, EY02a, Sim08l]. Selective[dH09c, dH09d]. Self [App06, BvdVP02x, Hel08, Kre09, MS03a, Naj07,Ros05, Sla06d, Sla06e, Sla06i, Sla06l, Sla06q, Chi09i]. Self-Adjoint [Hel08].Self-attracting [BvdVP02x]. Self-Avoiding[Sla06d, Sla06e, Sla06i, Sla06l, Sla06q]. Self-Decomposability [App06].

41

Self-Intersection [Naj07, Ros05]. Self-Similar [Kre09, MS03a]. Selfdual[Tar09]. Semester [GO08]. Semi[GRKVL02d, GRKVL02a, GRKVL02h, Han07g, Har08j, Tak06z, Tel06o,Yor02a, Sch07y, Sch07z, Wit07a, Wit07b, GRKVL02e, HN05d, HN05f, HN05g].Semi-classical [HN05d, HN05f, HN05g]. semi-discrete [Sch07y, Sch07z].Semi-Group [Har08j]. Semi-Local [Han07g, Tak06z, Tel06o].Semi-martingales [Yor02a]. Semi-Riemannian[GRKVL02d, GRKVL02a, GRKVL02h, GRKVL02e]. semi-stables[Wit07a, Wit07b]. Semialgebraic [YC04f, YC04e]. Semiclassical[Hel08, Kol00g, Kol00i, Kol00h, Kol00j]. Semiconductor [AAR03, Rin03].Semiconductors [AMR03]. Semiconvex [Dol03b]. Semidirect[MMO+07b, MMO+07t]. Semigroup [Tai09n, Cer01a]. Semigroups[Bey07e, Bey07o, Chu08b, Da 04, FR06a, Fag06, BM03]. Semilinear[Tai09c, Ath00]. Semimartingales [DP06, Eis07, Eme00e]. Seminaire[ALEY00, AELY01, AELY03a, AELY03b, DMERS07, DMERS08, DMERS09,EY02a, ELY05, EY06, Mar08d, Ras09b]. Seminar[DMERS09, MS00c, MS03b, MS04, MS07]. Semisimple[Kas08, KL01j, Lee04e, Som02i, Som02j]. Sensitive [Sod07]. Sensitivities[DBAP08]. Separability [Bol08, CMZ02h]. Separable[AHKM08g, CMZ02i, CMZ02c]. Separation [Kuz06]. SEptember[CM06a, AF08a, ACB+03, BBSW07, Bon08, Can03, CT08, DR08, DL04].Sequence [DP06]. Sequences[AGH03d, Dem08, FBF+02i, GL05c, GL05i, GL05l, Sch03i, FBF+02a].Sequential [Bis08c, Pit06k]. Series [AH00, Cut02t, FJ04d, JL05b, JL05c,JL05d, MP09c, MP09g, MP09h, Ste07c, Ste07d, Xia01i, dR02f, dR02p, BS03c,Unt00e, Unt00f, Unt00g, Unt00h, Unt00l, Unt00s, Unt00t, dR02d, vdH06e].Server [GOW04d, GOW04a]. service [AGH03q]. Session[BJS+00, Fas00a, MRR02]. Set [Del06, Iva03, Jon08a, Kel00e, MY06c, Mer03,Naz03a, Osi07c, FBF+02j, Kel00c]. Set-Indexed [Iva03, Mer03]. Sets[BBS07g, BvdVP02q, Cer06v, Dal03, DD03a, Del06, Dol03b, Gru02f, Gru02c,Gru02d, Osi07n, Roh09i, Tak06x, YC04e, YC04f, BSPS09d, BSPS09g,Cao03d, FBF+02e, Kel00b, KS00, Paj02d, Wak00a]. Setting [MY06e,MMO+07o, Urb08d, Yaf00n, Bil03b, BSPS09e, Gui09h, Phe01n, Pis01j].Settings [Lan09, Pri09m]. setup [Sch07y, Gru02b]. Several[Aba04, JS04, Gui09-29, Hu00, CE05e]. Shabat [Bia09b]. Shafarevich[Bro04g]. Shannon [SV00]. Shape[CLM+08k, CLM+08n, CR08, CO00, Zol00, JM00, Kaw00, Pir00]. Shapes[BD03, Cer06t]. Sharp [MK07j]. shear [Ruz00b, Ruz00c]. Sheaves [BSS09d,Let05d, LH09d, LH09g, LH09j, LH09u, LH09v, LH09y, LH09x, Bro04d].Sheet [Dal03, Mou03a, Eis03]. Shelstad [Wei09j]. Shift [Kut07j].Shift-Invariant [Kut07j]. Shifted [Fre09y, Fre09z, Gui09t]. Shimura[Roh09l]. Shock [Ser07b, Zum07b]. Shocks [Wil07]. Short[Ber05, NS07c, Yaf00p, Yaf00q, Cat04j, EY02b, Yaf00o]. Short-Range[NS07c, Yaf00p, Yaf00q, Yaf00o]. Short-Term [Ber05]. shortening [Cao03c].

42

side [ASWY07c]. Sided [CE05b, CE05c, Deb09, Don05a, Tel06q]. Siegel[Lee04d, Wei09g, Wei09l]. Sieve [Fri06a]. SIFT [CLM+08m, CLM+08l]. Sign[Art04]. Sign-Projection [Art04]. Signal[AT09j, Doi08b, Rei05, Sne05b, Str00]. Signaling [San05]. Signals[LCL07b, RW08, Nem00g]. Signature [GRKVL02d, LCL07h]. signees[BS03a]. Significance [Sch03c]. Similar [Kre09, MS03a]. Similarity[Pis01c, Pis01m, Pis01k, Pis01i]. Simons [Tar09]. Simple[FL08, Sla06r, Tak06-27, Yan06, Bai08, FSU01, Lom00d, Nou08]. Simplex[AGH03m]. Simplicial [Jon08u, Jon08v, LH09z]. Simulation [Cha08a].Simulations [Can03, Sum09b]. Simultaneous[BCN03, Pet08c, Pet08d, Pet08h]. Sinc [AGLT02e]. Single[GOW04d, GOW04a]. Singular [BSS09d, BSS09n, BF06m, CE05b, CE05j,CE05c, Mel02i, Mim03, Pfl01d, Sae04c, Sae04d, Sae04g, Tak06x, Urb08g,Urb08h, Wil08p, AHKM08h, GL00b, JK04l, JK04i, Paj02d, Zha02c].Singularities [BHLV03i, Gal06, Han07j, Man08, Mof09, Ste03y, Tak06a,Tak06b, Tak06-28, Ste03x, Ste03i, Ste03j]. Singularity [BHLV03e].Singularly [Mal09]. Sites [LH09g, LH09x]. Size [MT08, Web08].Size-Structured [MT08]. sketch [Yaf00a]. Sketches [MY06f]. Skew[BBKM01]. Skorokhod [Pis07]. Slicely [MOTV09b]. Slicing[Glu04, Ole03, Bal00]. Sliding [Utk08b]. Slope [NS08d]. Slow [Mar08b].Small [AK04p, AK04q, AK04r, AK04s, AK09, AM02b, Don07i, EKMY02a,HN05h, Hsu00m, NP01c, MY02b, Efs05b]. Small-Time [Don07i].Small-Volume [AK09]. Smash [NV04g]. Smooth[Amb08, BV08q, BV08p, Bou03a, Cer01j, Cer01k, Cer01l, Chi09p, Chi09u,Kun00f, NS08f, Pfl01e, Pha07c, QXZ09b, YC04l, JK04g, JK04m, JK04k,Kun00g, Kun00h, Kun00d, Kun00e, Kun00i, Yaf00g, GdS03c]. Smooth-Fit[Pha07c]. Smoothing [Wil08k, Ste03m]. Smoothings [Man08].Smoothness [YC04j]. Snake [Ser07a, Ser00]. Snakes [Eva08d]. snug[Hsu00m]. Sobolev [Ben03, Cha03, GZ03b, Gui09d, LO00, Lau09, Led01,Mic03a, Mic03b, Nem00f, Nem00i, Tur00a, Tur00b, Tur00e]. Soft[dH09m, dH09n]. Software [Gau06]. Soils [GRMH08]. Soluble [dSW08i].Solution [Ber07f, EK00, Zha02e]. Solutions[AK04c, Bou03a, Bre07, CE05d, Del03, Gal06, Gru02h, Mal09, MY06f, Nus03,Sol03, Urb08j, Bil03e, BSPS09f, Cer01c, FS00a, FS00f, Kuk02, Kun00a,Mar00a, Mar00d, NP01m, Oli02m, Zhi01f]. solvability [Wak00e]. Solvable[Li02e, Li02g, Li02f, Li02h]. solve [Ste03w]. Solving [Sch07z]. Some[AF08b, AHKM08m, AGLT02k, BM03, Bil03h, Bil03g, Bob03b, Bol07,Bou03c, Bou07b, Bra08a, CC01, Chi09s, Chi09v, Don05a, Fas00c, FBF+02g,Goh04e, Gro07f, HN05n, Hsu00n, Izh04a, Kaw00, Kol00j, Kun00j, Ler08,Lou08b, Mal09, MY06d, MY02b, Mec07, Mey06, MW03, Mol07f, MOTV09h,MOTV09i, Mue09, NP01n, NP01o, NNY05, Pha07d, Pis07, Roh09o, RY09h,Tal07, Tar09, Tel06p, Unt00u, VY00, Wil08o, Wil08p, Yaf00m, AGLT02f,AGLT02g, Gui09b, JW00, KP05, Pis05, RY09d, Sim08f, Bru02e, JK04e,Lio00, Paj02a, WG00d, YC04b, YC04g]. Son [RVY06]. sorts [Unt00g]. Sous

43

[Yor02b]. Sous-Espaces [Yor02b]. Space[AHKM08g, AT09h, App06, BBS07d, DH09t, Eis07, ETZ07, Fil01c, Gil03f,Gil03i, Gil03p, Gro07e, HK03j, KS07, Moc09d, Osi07r, Pri09a, Pri09b, Pri09k,Vak08b, Xu08, Zak05, Hab00e, Pis01j, Rei04e, Rei04f, Run02l, Wak00c, Teu03c].Space-adiabatic [Teu03c]. Space-Time [ETZ07]. Spaces[AT09c, AT09g, AT09i, AT09j, AT09k, App05, Bia08, BPF+02g, Chi09f,Chi09m, Chi09o, Chi09p, Chi09v, Chi09u, Chu08e, Cip08, DH09s, DH09v,DH09x, DH09y, DH09z, Eva08i, Fil01e, GOW04c, Gil03e, GdS03f, GdS03a,GdS03g, GL05f, GL05g, GL05j, GL05k, GL05l, GL05m, Hab00g, Hua04, JS04,MRR02, Mee02, Mel02d, Mel02f, Mel02e, Moc09g, Mol07e, MOTV09e, Ole03,Ols08c, Pau06, Pfl01a, Pfl01d, Pfl01h, Pfl01i, PR07g, Rot09f, STJV03, Tof08b,Tur00b, Vas02e, Wil08l, BV08b, BV08l, BV08s, BV08p, BC03, Cer01e,Cer01h, Hab00d, MTJ00, Mon01a, Run02m, Run02i, Sch07e, Sch07f, Sch07d,Sim08h, Sim08i, Sim08j, Sim08n, Tur00a, Tur00e, Wen03f, dR02c]. Spatial[BBS07h, BvdVP02y, CMI+03, FL08, GLW08, Nem00i, Web08, Wu08,vdD08b]. Spatially [CLM+08f, CM03, MP03]. Spatio [CM06b].Spatio-temporal [CM06b]. Spatiotemporal [GLW08, LB09b]. SPDE[Cer01j, Cer01k, Cer01l, DR08]. Special[ASWY07l, BLS07i, CE05e, Cla06b, Cut02c, Cut02d, GO08, JL05i, KV03,Koe03, MV06, Sim08m, Sta03, AC02f, Wei09n, Wei09o, Oli02h]. Spectra[Gil03t, Gin09e, Wen03f, Wen03c, Wen03d]. Spectral[Bob03b, DH08, FBF+02h, Fou05, HN05s, HN05q, Jak06, Jef04i, Fer08,Gui09u, Gui09t, Kol00j, Teu03f, HN05c]. Spectrally[Don05a, Don07j, KP05, Pis05, KP08]. spectraux [MR00]. Spectrum[Gin09c, Jef04e, Osi07o, Gin09d, Gin09i, Gil03s]. Speculation [SX04].Speculations [NS07c]. Sphere [BPF+02i]. Spherical[Das09, Efs05d, Gui07, Sch07-27, BPF+02c]. Spherically [Bob03b]. Spiders[Eva08d]. Spin [Bis09, Bol07, BB07, CMRT09b, Gui07, Led01, Moo01f,NS07b, NS07c, Pas04, She07, Tal07, Dha09, Gin09b]. spin-boson [Dha09].Spin-Glass [Gui07]. Spine [HH09]. Spinor [HH06k]. Spinors[HH06c, HH06d]. Spitzer [Don07k]. Splitting[HN05e, Tak06-29, Tak06-30, EK00]. Spread [BF06c, BF06n, GLW08].Spreads [BF06d]. Square [Wil08g, Wil08r, Woj07b]. Squared [ET05]. SRB[QXZ09l]. SSD [Sim08j]. St [VY03]. Stability[BV08r, BV08s, Ber07l, Bra08g, Dol03d, Osi07j, Ser07b, Son08, Ste03h, Tsi04,Wil07, Zhi01f, Zum07b, AP03, Sch07n, Bra08h, Ste03b]. Stabilization[Gro07d]. Stabilized [MTJ00]. Stable[CLP07, Del06, GS09b, Gro07g, Kho03, Kul09, QXZ09m, YYY09, BV08j,BV08q, BV08p, Bas03, Jac03, Kol00k, MS03a]. stables [Wit07a, Wit07b].Stably [Kar04a]. Stacks [Moc09b, Moc09g, Ols08b]. Stages[MMO+07i, MMO+07j, MMO+07n, MMO+07r, MMO+07p, MMO+07q,MMO+07s, MMO+07t]. Standard[ABFM02, AM02b, BHLV03f, Bun02, Deb09, Ste03q]. Standardness [ES01].star [KL00]. Starting [Cox08]. State

44

[AHKM08c, AHKM08b, Fil01c, Son08, Sus08]. stated [Mar08d]. States[AHKM08k, Cha08b, JQQ04k, Ves08c, Ves08b, Bil03i]. static [FS00d].Stationary [Goh04g, Zhi01g, Yaf00r]. stationnaire [Leu03a]. Statistical[AJPP06, AGP09, Joy06a, Kot09, Mas07j, Mis08e, Cat04b, WG00d, CP04].Statistics [ASTB03, AD08g, Ber00a, Ber02, Pic05, TZP04, TW04, Ver03].Statistique [PL03]. Stay [Don07g]. Steady [JQQ04k, Ruz00b, Bil03i].Steepest [Chi09n]. Stefan [Urb08h]. Steiner [BCM09f]. Stellar[Tak06g, Tak06e, Tak06-27]. Step [MY07e, dR02h, BvdVP02l, EK00].Stieltjes [ETZ07]. Stings [GH02]. Stochastic[AB01, All08b, AGH03a, BBS07d, BBS07c, Bar06, Bas03, Bis08c, Bis08l,Bis08m, Bou08, CM03, CMI+03, CM08, CP04, CR07, CS05, CE05j, Chu02f,Cou07b, Dal09, DP06, DF05c, EP01, Fag06, Fil01f, Fla08, Gre05, Gui09z,HH01, Hip04, Iof09, Kar06, KRA09, Kho09, Kol00g, Lin05, MY07d, MY07h,Mis08f, Mis08g, Mis08h, Mue09, Nua09, PT05, PP06, PR07c, PR07b, PR07f,PR07g, Pri09m, RV07, Sam08, SF08c, SF05, Yan08, dH09o, AGH03f, AH00,BC03, Cer01b, Kol00b, Pri01, Sie09g, Str03, AGH03e, BBH+04, BBSW07,CE05a, Cut00c, Cut00b, Fil01b]. stochastique [BS03a]. Stochastiques[CSM02, Del02c, DDM02, Mey02e, Mey02b, Mey02c, Yor02c, Yor02d, Bro03].Stokes [BBF08, Con06, Gal06, SR09g, Sin08b]. Stopping [MY06g, Ob l07].Stratifications [Han07m]. Stratified [Pfl01a, Pfl01i]. Strict[Chy07, MY06a]. Strictly [Chi09g]. String [BM08b]. Strong[CLP07, KMS01, MY06i]. Strongly [Bey07e, Bey07o, NV04c, Gru02c].Structural [Li02a, Osi07j, Osi07s, Ric09]. Structure [Ale07, BCM09o,BCM09r, CS08, Del06, GL02c, GLW08, Har08g, LH09u, NCCFM08, Ols08f,Roh09j, SF06, Wu08, Xia01e, vdD08b, CC01, Gre03i, Hsu00i, Hsu00n, Reb06].Structured [CM03, LB08, MR08, MT08, Web08]. Structures[Ber00b, Cat08, FJ04c, Hab00g, Li02c, Mol07d, Mol07e, Pfl01i, Roh09l,STJV03, dS01a, Fre09i, Fre09t, Hab00e, MTJ00, Pit06a]. Study[BCM09c, Eme09, Pfl01a, Tar09, GR03d, Nou08]. Sturmian [FBF+02i]. Sub[Lan09]. Sub-Riemannian [Lan09]. subadditivity [Cer06u]. Subbranches[Tak06h, Tak06i, Tak06j, Tak06-31]. Subcritical[Bra08e, HNKS06e, HNKS06f]. Subgroups [DFPS08h, MP09d]. Subject[AC02k, Bru02i, CL02e, GL02h, KZ02h, Pis01n, Som02m, WG00i, dR02o].Sublimiting [Sie09f]. Sublinear [Chu02d]. Submanifolds [Hua04, dS01t].submartingale [KS03]. Subordinate [SV09b]. subordination [NT00].Subordinators [Don07l, MS03a]. Subspace [Bec06]. Subspaces[GL05e, LMTJ04, Lyu04, Zva00]. Substitutions [FBF+02l, FBF+02m,FBF+02j, FBF+02k, FBF+02b, FBF+02c, FBF+02d, FBF+02f, FBF+02h].Substructure [Cap08]. Subtree [Eva08l]. sufficient [Str03]. Suite [Yor02c].Sum [Bou07b, Glu03, Sim08n]. Sum-Product [Bou07b]. Summary[DIK00i, Fil01h, KL01g, KZ02i, NS08d, RS07i]. Summer[AF08a, ADD+03, ACB+03, AZ03, AAR03, BBH+04, BBSW07, BGTT02,BM08b, BHK05, BKK+09b, BG08, Bon08, CM06a, Can03, CMI+03, CT08,CO00, CMHL02, CCJ+03, DR08, DL04, EKMY02a, Mar07, NS08g, PV06,

45

TDP08, Tig04, VY03, ZZ04, GAC+09]. Sums[Bob03a, dR02j, HK03h, Kho00, SV00, Unt00d]. Super[Sla06j, Sla06s, ST03, Val08, BP01]. Super-Brownian [Sla06j, Sla06s, BP01].Super-replication [ST03]. Super-Rigidity [Val08]. supercuspidal[RS07e]. superhedging [Ras03]. Superlinear [Bec06]. supermartingale[Str03]. supermartingales [Gre03a]. Superprocesses[BvdVP02d, BvdVP02w]. Supplement [Tak06-32]. Support [Sim03].Supremum [GZ03a, Kaj08]. Sure [Jak05, Kar06]. Surface[Bob07b, Cer06w, Cer06x, Cer06y, JK04i]. Surfaces[BE00, BPF+02m, BFL+02, BPF+02c, BPF+02j, BPF+02b, Cat08, CT08,Cut02u, Cut02o, DIK00g, Man08, MRR02, Moc09b, Pes07, Ros02, Yan09b,ASWY07e, DIK00a, DIK00f, DIK00h, DIK00k, JK04c, JK04m, JK04d,Mee02, PR02, Wit07f, JK04f]. Switched [Mor08]. Switching [Pha07c].Symbol [KZ02h, Som02m]. Symbolic [Osi07t, FBF+02k]. Symbols[Run02p, Sae04b, CL02e, Teu03i, Unt00a, Vas02f]. Symmetric[Bob03b, Fre09-27, Fre09-28, Fre09-29, Hor03, Piv07, SY07, YYY09, Bas03,Bia03, CC08, Eis03, Fre09x, GSE07h, Hir02, Ols03, Pao00, Van01b].Symmetries [Con04, Efs05h, Pri08b, Mon02d]. Symmetrization[BKM04, Fus08]. symmetrizations [Kla00]. Symmetry [Sch03f].Symplectic [AS08, Can01, Cat08, HH06c, HH06d, HH06f, HH06i, HH06j,HH06k, MMO+07p, MMO+07u, ST08b, dS01u, dS01z, Sib04f, Tia02, CT08].Synaptic [Ber05]. Synopsis [Chr00j]. synthesis [Rog03]. System[Bor05, Del03, Efs05e, JQQ04f, Osi07e, Sin08b, Eli02, Sie09g]. Systematic[Urb08g]. Systems [Agr08, AJP06a, AJP06b, AJP06c, Bey07d, Bha05, BO06,BvdVP02d, Bre07, BHLV03i, CCJ+03, Cho03, Chu02a, Chu02b, Chu02i,Chu02c, Chu02d, CG03, Dem09, DF06, Efs05a, Efs05h, EKMY02a, Eva08j,FG09, Gat00, GL02d, GL02f, Gru02k, Han07g, HN05b, HH01, JQQ04g,JQQ04i, JQQ04k, Jon08a, Khe09, KV00c, Kun00f, Kut07j, Las04, Led01,Let05d, Lom00i, MP03, Mar07, MT08, Mim03, Mis08b, Mon02k, Mor08,Mou03b, Osi07f, Pas04, Pil03k, Pil06, Ras07a, Ras07d, Ras07g, Ras07i,Reb06, RB06, Rez08b, Ric09, Ter05, Van01d, Zum07b, DM00, FBF+02f,FBF+02k, Hsu00g, Hsu00h, Kol00a, Kun00g, Kun00h, Kun00d, Kun00e,Kun00i, Mon02f, Mon02h, Mon02e, Mon02c, Mon02d, Oli02g, Oli02f, Oli02e,Sie09b, Sie09d, Van01a, Van01c, Van01b, Van01g, Van01h, Yaf00k]. systems[Yaf00l]. Sz. [Pis01k]. Sz.-Nagy [Pis01k].

Table [AMAF02, ABFM02, AM02b, Bun02]. Tail [Led03, Sod07, Kaj08].Tail-Sensitive [Sod07]. Tamarkin [Gil03h, Gil03j]. Tame[Tak06i, YC04e, YC04l, YC04f]. Tanaka [Don05b, Mar08d, SY07].Tanaka-like [Mar08d]. Tangent [BvdVP02q, Zak05]. Tangle[KL01h, KL01k]. Tangle-Categories [KL01k]. Tangles [KL09, KL01l].Tate [Bro04g, Har08l]. teacher [KS01b]. Technique [MOTV09g].Techniques [CLM+08l, HN05r, Jon08n, JM00, Mon01b]. technology[Deu00]. Teichmuller [Vas02e]. Telecommunication [Dor08].

46

Temoignages [ADDD+06]. temporal [CM06b]. tension [Cer06y]. Tensor[AK04k, Fre09-30, GdS03i, Run02k, Oli02b]. Tensors [AK04g, GRKVL02d].Term [Ber05]. Terms [CE05g, GZ03a]. Tetrahedral [Efs05b]. Their[Fri06c, Let05b, BBS07h, BCM09r, CMHL02, Eng00, HK03c, Hsu00h, MY07d,MK07c, Mof09, Roh09h, Tia08e]. Theorem[ASWY07k, Ale04b, Ben05, Cut02i, Glu04, GL05d, Han07k, Jak05, JQQ04d,KMS01, Phe01l, Pil03b, Shi05, Tai09j, Tai09k, Tak06d, Wei09c, Wil08h,dS01-28, AC02h, BV08m, Cer06-28, Gui09-28, Paj02b, Phe01b, Phe01f, Phe01i,Phe01k, Ras03, Sim08f, vdH06f, KS06a, Sch07a, Tai09l, Tai09m, dR02n].Theoreme [Bia06, Leu03b, RVY06, Goi01]. Theoremes [Del02d, Yor02a].Theorems [All08a, BLS07h, BLS07i, Bou07b, Fuh05f, HH01, KW04, MK07j,Rei04i, RS07g, Sch03b, Ste07k, Sum09b, dS01w, dR02m, AC02c, JK04h,Phe01e, Phe01j, Phe01m]. Theoretic [BF06j, JQQ04d]. Theoretical[Coh03, Pis07, Pis05]. Theorie [Del02d, LLP02, Mey02a, Lac03]. Theories[KL01j, Moc09g]. Theory [ASTB03, AHKM08l, Ale07, AGLT02k, AT09e,AT09f, AT09i, AD08g, Att06b, Bac04, BM08b, BHK05, Ber00a, Ber02,BCM09n, BB09, Bow08c, Bra08a, Bre03, CLM+08n, CP04, Cha08b, CMHL02,Chu02i, Cow08, Cun04, Cut00d, Dei03, Don07m, Eva08a, Fin06, FS08, FS00e,GR03i, Gal06, Gio08, Han07h, Har08a, Har08e, HN05s, Hen05, HG04, Jak06,JQQ04k, JS04, Jon08h, Joy06b, Kac06a, KL01e, Kie02g, Kie02q, KS06b,KP05, LH09k, MMO+07b, MRR02, Mel02e, Men04, Mer03, Mie08c, Moc09d,NV04d, NP01j, NS08g, PV06, Pet08f, Pfl01b, Pic05, Pri08a, QXZ09b, Rob04b,RS07h, Ros04, Ros03, Rot09e, Ruz00a, Sch07w, SV09b, Spe03, Ste07g,Tai09n, Tai09b, TDP08, Tar02, TZP04, Teu03g, Tig04, Tur00b, Vak08b,Vis04, Wil08r, Xu08, Yaf00m, Yan08, Zhi01d, dS01g, dS01h, dS01x]. Theory[dSW08e, AP03, AGLT02f, Bor03, BS03c, BHLV03e, Cer06q, FBF+02h,FS00a, FS00f, GR03c, GR03b, GR03f, GSE07h, JM00, Kel00a, KZ02c, Kun00g,Kun00h, Kun00j, Lom00e, Mar00b, Mik00, Nou08, Oli02m, Paj02a, Phe01g,Ras09b, Sib04a, Sib04b, Sie09g, Som02c, Ste03u, Tel06p, Tel06o, Teu03b,Teu03c, TW04, Tur00a, Tur00c, Unt00k, Ver03, Wil08a, NP01n, EY02a].Thermodynamic [Bow08e, Pas04]. Thermodynamics [Rug08]. Thesis[Har08l]. theta [Bru02d, Bru02c]. Thick [KL01l]. Thm. [Cao03g]. Thomas[Mar00c]. Three [DFPS08j, Mee02, dH09o, BvdVP02u, Yaf00k].Three-Dimensional [DFPS08j, Mee02, BvdVP02u]. three-particle[Yaf00k]. Threefolds [Wei09g]. Tikhonov [AGLT02b, Gro07h]. Time[BBS07d, Bou03a, Deb09, Don07i, Dor08, Eis07, ETZ07, FG09, KS07, LB08,Mou03a, NT00, Naj07, Pes07, Pri09f, Pri09g, Pri09l, TF09, AGH03l, EK00,IK00, Mei03, Sie09g]. Time-Dependent [Bou03a]. Time-Reversal [Dor08].Time-Space [Eis07, KS07]. Times[DF05b, Don07h, ETZ07, MY06e, MY06g, Ros05, YYY09, Pit06d, RK00].Tissue [Lol06]. Tissues [San05]. Titres [And06]. Tits [Bro04c]. together[dR02b]. Tomographies [Amm09]. Tomography[Nat08, SW09, Sch07i, Sch07y]. tool [Lom00f]. Tools[BBS07c, Mue09, Utk08b, Mon02b, SR09i]. Topics [AJPP06, Doh03g, Jak06,

47

Kec04, Mis08h, Phe01a, Tia08g, YC04b, Gin09i, Kol00j, Kun00b, CMI+03].Topoi [NS08c]. Topological [Ale04c, AT09f, Ber09, BF06o, BSPS09g, CR08,KL01j, Mar08c, MMO+07q, BKK+09b, DIK00h, GdS03k, GdS03i].Topologies [FJ04e]. Topology [DIK00j, DIK00k, Jon08v, Sae04g, GdS03g].Toposes [BF06c, BF06k, BF06m]. Tori [Han07c, Sib04d]. Toric [Ols08h].Toroidal [AK01]. Toroidalization [Cut02k]. Torsion [Ade01b, Ade01g].Torus [ASWY07j, Han07i, Lee04j, Lee04h, ASWY07g]. total [PR02, AC02f].Totally [CG03]. tous [Yor06]. Toy [Pau06]. TQFT [KL01b].TQFT-Double [KL01b]. Trading [KH07, LL07, SX04]. Traffic[BCM09m, BCM09o, BCM09p, BCM09q, BCM09r]. Trajectories [Osi07q].trajectory [Ser08]. transaction [Ras03, Ras09b]. Transcendence[Mas03, NP01c, NP01d, NP01a, FBF+02a, NP01k]. Transcendental[NP01n]. Transduction [Rei05, Sne05b]. Transfer[Li02d, Li02k, MOTV09g, LvdLM00, Wei09j]. Transform[Fuh05c, HH06d, dS01v, dR02e, dR02g, CM02, Unt00l, Unt00r, Yaf00c].Transformation [Raj06, Rei04i]. Transformations[BL08, Dol03e, BHLV03g, FBF+02e, HK03b, Oli02k]. Transforms[BPF+02m, Cut02r, Cut02s, FSU01, Fuh05g, Fuh05d, Fuh05b, Let05f,Let05g, Let05h, BPF+02d]. Transition [Kol00k, Moc09b, Ton09].Transitions [Bis09, Urb08h, BvdVP02v, Cat04g]. Transmission[Ber05, FL08, AK04f, AK04j]. Transport[AF08a, Amb03, Amb08, EH08b, Rin03]. Transportation [ACB+03, Bal04,BCM09n, BD03, BPSS09b, Caf03, Mec07, AP03, Ant00, Vil03]. Transseries[vdH06k, vdH06l, vdH06i]. Transversality [YC04i]. Transversals [Kie02e].Travaux [And06]. Traveling [MP03, Paj02b]. Tree[BCM09r, Eva08b, Eva08d, FJ04h, FJ04s, FJ04g, FJ04c]. Trees[Bur00, Eva08h, Eva08j, Eva08i, GZ03a, Jon08c, Kub08, Sla06k, Sla06m,Bro04c, Hob00, Oko03]. Triangular [Gil03o, Gil03c]. Triangulated [LH09f].Tricks [Li02a]. Triples [FLC08, dS01c]. Troia [CO00]. Trous [MR00]. true[KS03, KS05]. truncated [AGLT02b]. Trunks [Tak06o]. Tsirelson [ES01].Tubes [Doh03d, Doh03c, Doh03i]. Tubular [Tak06n, Tak06o, dS01-28].Tumour [CM06b]. Tunneling [HN05g]. Turbulence [Con06]. Turbulent[CM06a]. Tutorials [BFET05, Fri06d, Fri08, Sne05b]. twisted[Wei09i, Lee04h]. Twistor [BPF+02l]. Twists [Sei08]. Two[AP06, Tel06q, Van01h, Ver03, Yan06, dH09p, AGH03i, BSPS09d, Unt00f,Unt00h, Unt00m, Unt00s, Unt00t, Wei09l, Wit07e, CE05c, JK04h, Sch02d].Two-dimensional [Van01h, BSPS09d]. Two-sided [Tel06q, CE05c].Two-weight [Sch02d]. Type [AAFM07, BLS07d, BLS07h, Bob07b, BCG08,Cat08, Chi09t, DH09t, DH09v, DH09y, Doh03i, Kla04, MP03, Moc09b,Roh09m, Tak06l, Tak06m, Tak06y, Van03, BC03, FS00b, FS00d, HK03f,KZ02d, Kur01, Lau09, Mar00c, MK07b, Tak06k]. typed [Har00]. Types[DFPS08g, GL05k, Man08, Tak06-31, Tak06-33, DIK00b, DIK00c].

Uhlenbeck [App06, Bis08o, EM05]. Ultrasound [Amm09]. Unbounded

48

[Gro07g, Gro07f, Las04, Led01, Cer01g, Kun00a]. Unconditional [BN03].Uncountable [Wen03d]. Undecomposable [Riv02]. underlying [Sie09g].Unicite [Pha01]. Unified [Car07, MK07j, Hu00]. Unifiee [LLP02]. uniform[dRV00, Phe01h, Pri01]. Uniformity [AD08h]. Uniformly[Chi09o, Chi09p, MOTV09e, Pis01d]. Unifying [BF03]. Uniqueness[MP04, Phe01q, Rei04i, Wak00f, Dol03d, Pil03e, Pil03g, Rei04b, Rei04c].Unit [BHGVN06, FBF+02e, Wei09m]. Unital [Goh04e]. unitarizable[Pis01d]. Unitary [Vog08, Unt00e]. univariate [Rit00c, Rit00f]. Universal[FJ04f, Fre09-31, GL05m, Sae04d, Cat04a]. Universality[Ste07b, Ste07i, Ste07n]. Unstable [QXZ09m]. Unsteady [Ruz00c].Unveiling [MY06h]. Upper [Gin09k, NP01p, Tel06r, Cer06e]. Urban[BPSS09b]. Using [Gie07c]. Usual [Unt08c]. Utility [KH07, Sch04a].

V [AAR03, Li02e]. Vacancies [AGH03q]. Vakonomic [Oli02g]. Valency[Hir02]. valeurs [PL03]. Validity [CLM+08g]. Valuation [BJR04b, GR03f].Valuations [Ale04b, Ale04a, Ale07, KZ02f, KZ02b, KZ02d, FJ04d].Valuative [FJ04s]. Value[Ste03c, Ste07o, Ste07p, Tai09a, Tai09c, Tai09e, FS00a, FS00f, Kol00a, vdH06f].Value-Distribution [Ste07o, Ste07p]. Valued[App06, Bia09a, Gil03l, Rot09g, Wil08q, Bru02b, PT05]. Values[DMH03, Ros04, YC04i, Zha02c, NP01b]. Vanish [MY06c]. Vanishing[Bre07]. Variable [KS07, Pes07, Urb08b]. Variables [Aba04, AdlPP+08,Bou04, Cut02t, Kuz06, Li02e, NS07b, Ole03, Kho00, Voi00a, Voi00d].Variants [Jon08f]. Variation [KS07, Mar00f, NT01, Kaj08, RK00].Variational [Bil03j, Chi09n, Dol03m, FS00e, Rei04i, Son03, Sus08, dS01-27,Bil03e, DM03, Bil03c, Bil03b, Bil03d, Rei04d]. Variations[Cut00c, DM08, Mas08b, Roh09n, YC04h, YC04d, Pir00, YC04f]. variete[Eme00e]. Varietes [Eme00f]. Varieties[AK01, BSS09d, BSS09i, BSS09n, HB06, Lee04f, Lee04b, Mas03, NS08f,Ols08c, Ols08g, Ols08h, Ols08i, Roh09l, Van01e, Van01c]. Various[BCM09d, Fas00b]. vecteurs [Eme00f]. Vector[Amb08, BSS09b, BSS09i, BSS09n, HN05q, PT05, Wil08q, dS01r, Lom00j,Bru02b, BPF+02h, Oli02b, Rei04f]. Vector-Valued [Wil08q, PT05]. Vectors[Fuh05e, RS07f]. Velocity [Kie02b, LB09b]. Venice [TDP08]. Versa[Cow08]. versal [Ste03p]. Vershik [ES01]. Version[Bar04, Glu04, Hor03, Sch07a]. Vertebrate [Rei05]. Vertex [Mar08c].Vertices [SW03]. VI [Li02f]. Via [LH09u, BPSS09b, CM02, Doh03d,Doh03c, Doh03i, Fri06a, MMO+07p, Mas07c, RV07, SV00, Xia01h].Vibrations [Efs05b]. Vice [Cow08]. View [AT09e, BF03]. VII [Li02g]. VIII[Li02h]. Virtual [BSS09o, BSS09p, Izh04b, Moc09j, Deu00]. Virus [WL08b].viscosities [Ruz00b, Ruz00c]. Viscosity [Bre07, Gru02h, Zum07b, Oli02m].Viscous [CM06a, Wil07, Zum07b]. visible [Gre03i]. Visit [Cra08].Vitushkin [Paj02f]. Voids [AD08a]. Volatility [LL07]. Volume[AK09, BS04, Cer06z, KL00, Tel06n]. Vortices [Tar09]. Vries [Zhi01d]. vs

49

[NS07b].

Waerden [Zha02e]. Walk[Deb09, Sla06b, Sla06d, Sla06e, Sla06i, Sla06l, Sla06q, Sla06r]. Walks[Bia08, Don05b, FR06b, Kon08b, Tel06a, Zei04, BvdVP02x, Gru08, Pit06j].Walsh [Cox08]. Wasserstein [Bol08, SST09]. Watanabe [BvdVP02d].water [Lom00b]. Wave [Dal09, Wak00a]. Wavelet[Dah03, DH09s, DH09y, Fuh05g, Fuh05d, Kut07a, Kut07h, Fuh05b].Wavelets [DH09z]. Waves [MP03, TF09, Zum07b, Lom00b]. way [Her06d].Weak [Bis08n, Bis08o, CJMS06, Eva08a, FS00f, Gal06, HNKS06g, Iva03,Kaz06, MY06i, Urb08j, FS00a, Zol00]. weaker [KZ02d]. Weakly[STJ07, Gru02d]. Wegner [Ves08g, Ves08h]. Weight[NS08e, NS08f, NS08d, Sch02d]. Weighted[Bob03a, Kut07i, Kut07j, Mel02f, Tak06x, Tur00b, Wil08r]. Weights[GSE07i]. Weinstein [dS01g, dS01-28]. Well [AK04b]. Well-Posedness[AK04b]. Wentzell [Sie09g]. West [WL08b]. Wetting [dH09l]. Weyl[Jef04b, Unt00a]. Whether [Eme09]. which [MY06c]. White [JQQ04f].Wick [Ler08]. wide [Bil03e]. Width [Bun02, GMR00]. Wiener[Che03, Del02c, DGP00, DMH03, Don07d, Don07f, Mis08i, Pri09b, RY09h,Wil08a, Zak05]. Wigner [Gui09u, Gui09t, Gui09-27, Gui09-29, Gui09-28].Wild [Eva08m, Tak06j]. Willinger [KS06a]. Willmore[BPF+02m, BPF+02c, BPF+02j, BPF+02b]. Winding [Ber09]. without[Eva08d, Her06b, Her06f, Teu03f]. Witt [Izh04b]. Witten [Abr08, Beh02b,HN05s, HN05b, HN05f, HN05g, HN05c, Moo01c, Moo01d, Vak08b]. Wong[BC03]. Words [Gui09-29, FBF+02d]. Work [Yor06]. Writhing [Ber09].Wulff [Cer06-27, CP06, Cer06-28].

X [Nat08, Sch07c]. X-ray [Nat08, Sch07c]. XL [DMERS07]. XLI[DMERS08, Ras09b]. XLII [DMERS09]. XXIX [Ber02]. XXVIII [Ber00a].XXX [ASTB03]. XXXI [CP04, TZP04]. XXXII [PP06, TW04]. XXXIII[MP07, Pic05]. XXXIV [CP06, LCL07d, SP06, ALEY00]. XXXIX [EY06].XXXV [Don07m, Eva08h, AELY01]. XXXVI [Bra08h, Gui09w, AELY03a].XXXVII [dH09q, AELY03b]. XXXVIII [ELY05, Mar08d].

Yang [CMZ02e]. Yau [Roh09a, Roh09e]. Yetter[CMZ02e, Som02g, Som02h, Som02n]. Young [Ver03].

Zakai [BC03]. Zero [NP01q]. Zeroes [MY06c]. Zeros [Chi09t, Chi09q,Kho03, KV00b, KV00e, KV00d, KV00a, Gil03k]. Zeta [JL05h, RS07j, dSW08j].Zonoids [Pao03]. Zuber [Gui09a]. Zygmund [DH09s, DH09t, KMS01].

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[AGH03f] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part II: 4.Admission control in stochastic event graphs. Lecture Notes inMathematics, 1829:79–103, 2003. CODEN LNMAA2. ISBN3-540-20358-3 (print), 3-540-39705-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[AGH03g] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part II: 5. Appli-cations in queuing networks. Lecture Notes in Mathematics, 1829:105–109, 2003. CODEN LNMAA2. ISBN 3-540-20358-3 (print),3-540-39705-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AGH03h] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part II: 6.Optimal routing. Lecture Notes in Mathematics, 1829:111–118,2003. CODEN LNMAA2. ISBN 3-540-20358-3 (print), 3-540-39705-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AGH03i] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part II: 7.Optimal routing in two deterministic queues. Lecture Notes inMathematics, 1829:119–149, 2003. CODEN LNMAA2. ISBN3-540-20358-3 (print), 3-540-39705-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[AGH03k] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part III: 8. Net-works with no buffers. Lecture Notes in Mathematics, 1829:155–181, 2003. CODEN LNMAA2. ISBN 3-540-20358-3 (print), 3-540-39705-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AGH03l] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part IV: 11. Com-parison of queues with discrete-time arrival processes. LectureNotes in Mathematics, 1829:229–241, 2003. CODEN LNMAA2.ISBN 3-540-20358-3 (print), 3-540-39705-1 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[AGH03m] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part IV: 12.Simplex convexity. Lecture Notes in Mathematics, 1829:243–259, 2003. CODEN LNMAA2. ISBN 3-540-20358-3 (print), 3-540-39705-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AGH03n] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Part IV: 13.Orders and bounds for multimodular functions. Lecture Notesin Mathematics, 1829:261–282, 2003. CODEN LNMAA2. ISBN3-540-20358-3 (print), 3-540-39705-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[AGH03q] Eitan Altman, Bruno Gaujal, and Arie Hordijk. Vacancies, ser-vice allocation and polling. Lecture Notes in Mathematics, 1829:183–204, 2003. CODEN LNMAA2. ISBN 3-540-20358-3 (print),3-540-39705-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AGLT02a] Dang Dinh Ang, Rudolf Gorenflo, Vy Khoi Le, and Dang DucTrong. 1. Mathematical preliminaries. Lecture Notes in Mathe-matics, 1792:5–16, 2002. CODEN LNMAA2. ISBN 3-540-44006-2(print), 3-540-45658-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[AGLT02b] Dang Dinh Ang, Rudolf Gorenflo, Vy Khoi Le, and Dang DucTrong. 2. Regularization of moment problems by truncated expan-sion and by the Tikhonov method. Lecture Notes in Mathemat-ics, 1792:17–49, 2002. CODEN LNMAA2. ISBN 3-540-44006-2(print), 3-540-45658-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[AGLT02c] Dang Dinh Ang, Rudolf Gorenflo, Vy Khoi Le, and Dang DucTrong. 3. Backus-gilbert regularization of a moment problem. Lec-ture Notes in Mathematics, 1792:51–81, 2002. CODEN LNMAA2.ISBN 3-540-44006-2 (print), 3-540-45658-9 (e-book). ISSN

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[AGLT02e] Dang Dinh Ang, Rudolf Gorenflo, Vy Khoi Le, and Dang DucTrong. 5. Analytic functions: reconstruction and sinc ap-proximations. Lecture Notes in Mathematics, 1792:99–130,2002. CODEN LNMAA2. ISBN 3-540-44006-2 (print), 3-540-45658-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AHKM08i] Sergio A. Albeverio, Raphael J. Høegh-Krohn, and Sonia Maz-zucchi. Front matter. Lecture Notes in Mathematics, 523:i–x, 2008. CODEN LNMAA2. ISBN 3-540-76954-4 (print), 3-540-76956-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[AK04g] Habib Ammari and Hyeonbae Kang. 3. Generalized polar-ization tensors. Lecture Notes in Mathematics, 1846:41–64,2004. CODEN LNMAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AK04h] Habib Ammari and Hyeonbae Kang. 4. Derivation of the fullasymptotic formula. Lecture Notes in Mathematics, 1846:65–78, 2004. CODEN LNMAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Ammari:2004:DIa

[AK04i] Habib Ammari and Hyeonbae Kang. 5. Detection of inclusions.Lecture Notes in Mathematics, 1846:79–101, 2004. CODEN LN-MAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Ammari:2004:TPE

[AK04j] Habib Ammari and Hyeonbae Kang. 6. Transmission prob-lem for elastostatics. Lecture Notes in Mathematics, 1846:109–127, 2004. CODEN LNMAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-44501-2_8/.

Ammari:2004:EMT

[AK04k] Habib Ammari and Hyeonbae Kang. 7. Elastic moment ten-sor. Lecture Notes in Mathematics, 1846:129–149, 2004. CODENLNMAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[AK04l] Habib Ammari and Hyeonbae Kang. 8. Derivation of full asymp-totic expansions. Lecture Notes in Mathematics, 1846:151–157,2004. CODEN LNMAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AK04n] Habib Ammari and Hyeonbae Kang. A. appendices. Lecture Notesin Mathematics, 1846:215–221, 2004. CODEN LNMAA2. ISBN3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Ammari:2004:Ib

[AK04o] Habib Ammari and Hyeonbae Kang. Index. Lecture Notes inMathematics, 1846:237–238, 2004. CODEN LNMAA2. ISBN3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Ammari:2004:PDS

[AK04p] Habib Ammari and Hyeonbae Kang. Part I: Detection of smallconductivity inclusions. Lecture Notes in Mathematics, 1846:5–9, 2004. CODEN LNMAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Ammari:2004:PIDa

[AK04q] Habib Ammari and Hyeonbae Kang. Part II: Detection of smallelastic inclusions. Lecture Notes in Mathematics, 1846:103–107, 2004. CODEN LNMAA2. ISBN 3-540-22483-1 (print), 3-540-44501-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AK04r] Habib Ammari and Hyeonbae Kang. Part III: Detection of smallelectromagnetic inclusions. Lecture Notes in Mathematics, 1846:175–178, 2004. CODEN LNMAA2. ISBN 3-540-22483-1 (print),3-540-44501-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[AK09] Habib Ammari and Hyeonbae Kang. The method of small-volumeexpansions for medical imaging. Lecture Notes in Mathemat-ics, 1983:99–132, 2009. CODEN LNMAA2. ISBN 3-642-03443-8(print), 3-642-03444-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Bernot:2009:OTP

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[Bil03f] Michael Bildhauer. 6. Anisotropic linear/superlinear growthin the scalar case. Lecture Notes in Mathematics, 1818:161–172, 2003. CODEN LNMAA2. ISBN 3-540-40298-5 (print), 3-540-44885-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Bil03g] Michael Bildhauer. A. some remarks on relaxation. Lecture Notesin Mathematics, 1818:173–183, 2003. CODEN LNMAA2. ISBN3-540-40298-5 (print), 3-540-44885-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Bil03h] Michael Bildhauer. B. some density results. Lecture Notes inMathematics, 1818:185–198, 2003. CODEN LNMAA2. ISBN3-540-40298-5 (print), 3-540-44885-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Bis08a] Jaya P. N. Bishwal. Approximate maximum likelihood estimationin nonhomogeneous diffusions. Lecture Notes in Mathematics,1923:125–157, 2008. CODEN LNMAA2. ISBN 3-540-74447-9(print), 3-540-74448-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Bis08i] Jaya P. N. Bishwal. Local asymptotic mixed normality for nonho-mogeneous diffusions. Lecture Notes in Mathematics, 1923:61–78,2008. CODEN LNMAA2. ISBN 3-540-74447-9 (print), 3-540-74448-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[BPF+02a] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 1. Quaternions. Lecture Notes in Mathematics,1772:1–4, 2002. CODEN LNMAA2. ISBN 3-540-43008-3 (print),3-540-45301-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[BPF+02b] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke,and Ulrich Pinkall. 10. Willmore surfaces in S3. Lecture Notesin Mathematics, 1772:61–66, 2002. CODEN LNMAA2. ISBN3-540-43008-3 (print), 3-540-45301-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[BPF+02c] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 11. Spherical Willmore surfaces in HP 1. LectureNotes in Mathematics, 1772:67–72, 2002. CODEN LNMAA2.ISBN 3-540-43008-3 (print), 3-540-45301-6 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[BPF+02d] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 12. Darboux transforms. Lecture Notes in Mathe-matics, 1772:73–81, 2002. CODEN LNMAA2. ISBN 3-540-43008-3 (print), 3-540-45301-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[BPF+02e] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke,and Ulrich Pinkall. 13. Appendix. Lecture Notes in Mathemat-ics, 1772:83–86, 2002. CODEN LNMAA2. ISBN 3-540-43008-3(print), 3-540-45301-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[BPF+02f] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 2. Linear algebra over the quaternions. LectureNotes in Mathematics, 1772:5–8, 2002. CODEN LNMAA2. ISBN3-540-43008-3 (print), 3-540-45301-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[BPF+02h] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 4. Vector bundles. Lecture Notes in Mathemat-ics, 1772:15–22, 2002. CODEN LNMAA2. ISBN 3-540-43008-3(print), 3-540-45301-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45301-7_4/.

Burstall:2002:MCS

[BPF+02i] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 5. The mean curvature sphere. Lecture Notesin Mathematics, 1772:23–30, 2002. CODEN LNMAA2. ISBN3-540-43008-3 (print), 3-540-45301-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Burstall:2002:WSa

[BPF+02j] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 6. Willmore surfaces. Lecture Notes in Mathemat-ics, 1772:31–38, 2002. CODEN LNMAA2. ISBN 3-540-43008-3(print), 3-540-45301-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45301-7_6/.

Burstall:2002:MAC

[BPF+02k] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 7. Metric and affine conformal geometry. LectureNotes in Mathematics, 1772:39–46, 2002. CODEN LNMAA2.ISBN 3-540-43008-3 (print), 3-540-45301-6 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[BPF+02l] Francis E. Burstall, Franz Pedit, Dirk Ferus, Katrin Leschke, andUlrich Pinkall. 8. Twistor projections. Lecture Notes in Mathe-matics, 1772:47–52, 2002. CODEN LNMAA2. ISBN 3-540-43008-3 (print), 3-540-45301-6 (e-book). ISSN 0075-8434 (print), 1617-

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[BPSS09a] Giuseppe Buttazzo, Aldo Pratelli, Eugene Stepanov, and SergioSolimini. Front matter. Lecture Notes in Mathematics, 1961:1–8, 2009. CODEN LNMAA2. ISBN 3-540-85798-2 (print), 3-540-85799-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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Buttazzo:2009:OUN

[BPSS09b] Giuseppe Buttazzo, Aldo Pratelli, Eugene Stepanov, and Ser-gio Solimini. Optimal Urban Networks via Mass Transportation,volume 1961 of Lecture Notes in Mathematics. Springer-Verlag,Berlin, Germany / Heidelberg, Germany / London, UK / etc.,2009. CODEN LNMAA2. ISBN 3-540-85798-2 (print), 3-540-85799-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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[BPT+08] A. Barrat, A. Puglisi, E. Trizac, P. Visco, and F. van Wijland.Fluctuations in granular gases. Lecture Notes in Mathematics,1937:125–165, 2008. CODEN LNMAA2. ISBN 3-540-78276-1(print), 3-540-78277-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Bramble:2003:MMF

[Bra03] James H. Bramble. Multilevel methods in finite elements. LectureNotes in Mathematics, 1825:97–151, 2003. CODEN LNMAA2.ISBN 3-540-20099-1 (print), 3-540-39810-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Bramson:2008:ASF

[Bra08a] Maury Bramson. Applications and some further theory. LectureNotes in Mathematics, 1950:139–173, 2008. CODEN LNMAA2.ISBN 3-540-68895-1 (print), 3-540-68896-X (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Bramson:2008:BM

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Bramson:2008:CN

[Bra08c] Maury Bramson. The classical networks. Lecture Notes in Mathe-matics, 1950:17–52, 2008. CODEN LNMAA2. ISBN 3-540-68895-1 (print), 3-540-68896-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Bra08e] Maury Bramson. Instability of subcritical queueing net-works. Lecture Notes in Mathematics, 1950:53–76, 2008. CO-DEN LNMAA2. ISBN 3-540-68895-1 (print), 3-540-68896-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Bra08f] Maury Bramson. Introduction. Lecture Notes in Mathemat-ics, 1950:1–16, 2008. CODEN LNMAA2. ISBN 3-540-68895-1(print), 3-540-68896-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[BSPS09d] Giuseppe Buttazzo, Sergio Solimini, Aldo Pratelli, and EugeneStepanov. Optimal sets and geodesics in the two-dimensionalcase. Lecture Notes in Mathematics, 1961:1–25, 2009. CO-DEN LNMAA2. ISBN 3-540-85798-2 (print), 3-540-85799-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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[BSPS09e] Giuseppe Buttazzo, Sergio Solimini, Aldo Pratelli, and EugeneStepanov. Problem setting. Lecture Notes in Mathematics, 1961:1–17, 2009. CODEN LNMAA2. ISBN 3-540-85798-2 (print),3-540-85799-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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Buttazzo:2009:RPE

[BSPS09f] Giuseppe Buttazzo, Sergio Solimini, Aldo Pratelli, and EugeneStepanov. Relaxed problem and existence of solutions. LectureNotes in Mathematics, 1961:1–37, 2009. CODEN LNMAA2.ISBN 3-540-85798-2 (print), 3-540-85799-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[BSPS09g] Giuseppe Buttazzo, Sergio Solimini, Aldo Pratelli, and EugeneStepanov. Topological properties of optimal sets. Lecture Notesin Mathematics, 1961:1–29, 2009. CODEN LNMAA2. ISBN3-540-85798-2 (print), 3-540-85799-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Brasselet:2009:BM

[BSS09a] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. Back mat-ter. Lecture Notes in Mathematics, 1987:215–231, 2009. CODENLNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Brasselet:2009:CHV

[BSS09b] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The caseof holomorphic vector fields. Lecture Notes in Mathematics,1987:97–113, 2009. CODEN LNMAA2. ISBN 3-642-05204-5(print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[BSS09c] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The caseof manifolds. Lecture Notes in Mathematics, 1987:1–29, 2009.CODEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Brasselet:2009:CCC

[BSS09d] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. Characteristicclasses of coherent sheaves on singular varieties. Lecture Notesin Mathematics, 1987:201–213, 2009. CODEN LNMAA2. ISBN3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[BSS09e] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. Front mat-ter. Lecture Notes in Mathematics, 1987:i–xx, 2009. CODENLNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[BSS09f] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The GSVindex. Lecture Notes in Mathematics, 1987:43–69, 2009. CO-DEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Brasselet:2009:HIA

[BSS09g] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The homolog-ical index and algebraic formulas. Lecture Notes in Mathematics,1987:115–128, 2009. CODEN LNMAA2. ISBN 3-642-05204-5(print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Brasselet:2009:IF

[BSS09h] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. Indices for1-forms. Lecture Notes in Mathematics, 1987:143–166, 2009.

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Brasselet:2009:IVF

[BSS09i] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. Indices of vec-tor fields on real analytic varieties. Lecture Notes in Mathemat-ics, 1987:71–83, 2009. CODEN LNMAA2. ISBN 3-642-05204-5(print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Brasselet:2009:LEO

[BSS09j] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The localEuler obstruction. Lecture Notes in Mathematics, 1987:129–141,2009. CODEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Brasselet:2009:MNM

[BSS09k] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. Milnor num-ber and Milnor classes. Lecture Notes in Mathematics, 1987:193–200, 2009. CODEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Brasselet:2009:SC

[BSS09l] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The Schwartzclasses. Lecture Notes in Mathematics, 1987:167–184, 2009.CODEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Brasselet:2009:SI

[BSS09m] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The Schwartzindex. Lecture Notes in Mathematics, 1987:31–41, 2009. CO-DEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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[BSS09n] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. Vector fieldson Singular Varieties, volume 1987 of Lecture Notes in Math-ematics. Springer-Verlag, Berlin, Germany / Heidelberg, Ger-many / London, UK / etc., 2009. CODEN LNMAA2. ISBN3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). xx + 225 pp. LCCN QA3 .L28 no.1987. URL http://link.springer.com/book/10.1007/978-


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[BSS09o] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The vir-tual classes. Lecture Notes in Mathematics, 1987:185–192, 2009.CODEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[BSS09p] Jean-Paul Brasselet, Jose Seade, and Tatsuo Suwa. The vir-tual index. Lecture Notes in Mathematics, 1987:85–96, 2009.CODEN LNMAA2. ISBN 3-642-05204-5 (print), 3-642-05205-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Bressan:2007:FM

[BSWZ07] Alberto Bressan, Denis Serre, Mark Williams, and Kevin Zum-brun. Front matter. Lecture Notes in Mathematics, 1911:I–XII, 2007. CODEN LNMAA2. ISBN 3-540-72186-X (print), 3-540-72187-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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Buhler:2005:IEF

[Buh05] Hans Buhler. Information-equivalence: On filtrations created byindependent increments. Lecture Notes in Mathematics, 1857:195–204, 2005. CODEN LNMAA2. ISBN 3-540-23973-1 (print),

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Buiculescu:2005:EDP

[Bui05] Mioara Buiculescu. Exponential decay parameters associatedwith excessive measures. Lecture Notes in Mathematics, 1857:135–144, 2005. CODEN LNMAA2. ISBN 3-540-23973-1 (print),3-540-31449-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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Bunger:2002:SIT

[Bun02] F. Bunger. Standard integral table algebras with a faithful realelement of degree 5 and width 3. Lecture Notes in Mathemat-ics, 1773:83–103, 2002. CODEN LNMAA2. ISBN 3-540-42851-8(print), 3-540-45558-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Burkard:2000:TPG

[Bur00] Rainer E. Burkard. Trees and paths: graph optimisation prob-lems with industrial applications. Lecture Notes in Mathematics,1739:1–38, 2000. CODEN LNMAA2. ISBN 3-540-67782-8 (print),3-540-44976-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Barreira:2008:BM

[BV08a] Luis Barreira and Claudia Valls. Back matter. Lecture Notesin Mathematics, 1926:277–290, 2008. CODEN LNMAA2. ISBN3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[BV08b] Luis Barreira and Claudia Valls. Center manifolds in Banachspaces. Lecture Notes in Mathematics, 1926:171–196, 2008.CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[BV08c] Luis Barreira and Claudia Valls. Exponential dichotomies andbasic properties. Lecture Notes in Mathematics, 1926:19–25,2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:FMa

[BV08d] Luis Barreira and Claudia Valls. Front matter. Lecture Notesin Mathematics, 1926:I–XIV, 2008. CODEN LNMAA2. ISBN3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[BV08e] Luis Barreira and Claudia Valls. Front matter. Lecture Notesin Mathematics, 1926:17, 2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Barreira:2008:FMc

[BV08f] Luis Barreira and Claudia Valls. Front matter. Lecture Notesin Mathematics, 1926:53, 2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[BV08g] Luis Barreira and Claudia Valls. Front matter. Lecture Notesin Mathematics, 1926:169, 2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Barreira:2008:FMe

[BV08h] Luis Barreira and Claudia Valls. Front matter. Lecture Notesin Mathematics, 1926:217, 2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[BV08i] Luis Barreira and Claudia Valls. Introduction. Lecture Notesin Mathematics, 1926:1–16, 2008. CODEN LNMAA2. ISBN3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[BV08j] Luis Barreira and Claudia Valls. Lipschitz stable mani-folds. Lecture Notes in Mathematics, 1926:55–73, 2008. CO-DEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:LRE

[BV08k] Luis Barreira and Claudia Valls. Lyapunov regularity and expo-nential dichotomies. Lecture Notes in Mathematics, 1926:219–248,2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:LRH

[BV08l] Luis Barreira and Claudia Valls. Lyapunov regularity in Hilbertspaces. Lecture Notes in Mathematics, 1926:249–263, 2008.CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:NGH

[BV08m] Luis Barreira and Claudia Valls. A nonautonomous Grobman–Hartman theorem. Lecture Notes in Mathematics, 1926:145–167,2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:REC

[BV08n] Luis Barreira and Claudia Valls. Reversibility and equivariance incenter manifolds. Lecture Notes in Mathematics, 1926:197–215,

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[BV08o] Luis Barreira and Claudia Valls. Robustness of nonuniform expo-nential dichotomies. Lecture Notes in Mathematics, 1926:27–51,2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:SSMb

[BV08p] Luis Barreira and Claudia Valls. Smooth stable manifolds inBanach spaces. Lecture Notes in Mathematics, 1926:119–143,2008. CODEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:SSMa

[BV08q] Luis Barreira and Claudia Valls. Smooth stable manifolds inrn. Lecture Notes in Mathematics, 1926:75–117, 2008. CO-DEN LNMAA2. ISBN 3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Barreira:2008:SND

[BV08r] Luis Barreira and Claudia Valls. Stability of NonautonomousDifferential Equations, volume 1926 of Lecture Notes in Math-ematics. Springer-Verlag, Berlin, Germany / Heidelberg, Ger-many / London, UK / etc., 2008. CODEN LNMAA2. ISBN3-540-74774-5 (print), 3-540-74775-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). xiv + 285 pp. LCCN QA3 .L28 no.1926. URL http://link.springer.com/book/10.1007/978-


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[BV08s] Luis Barreira and Claudia Valls. Stability of nonautonomousequations in Hilbert spaces. Lecture Notes in Mathematics,

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Brauer:2008:ME

[BvdDW08] Fred Brauer, Pauline van den Driessche, and Jianhong Wu. Math-ematical Epidemiology, volume 1945 of Lecture Notes in Mathe-matics. Springer-Verlag, Berlin, Germany / Heidelberg, Ger-many / London, UK / etc., 2008. CODEN LNMAA2. ISBN 3-540-78910-3 (print), 3-540-78911-1 (e-book). ISSN 0075-8434 (print),1617-9692 (electronic). xviii + 408 pp. LCCN QA3 .L28 no.1945. URL http://link.springer.com/book/10.1007/978-


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Bolthausen:2002:BMa

[BvdVP02a] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.Back matter. Lecture Notes in Mathematics, 1781:121–125,2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bbm:

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Bolthausen:2002:BMb

[BvdVP02b] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.Back matter. Lecture Notes in Mathematics, 1781:318–329,2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bbm:

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[BvdVP02c] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.Back matter. Lecture Notes in Mathematics, 1781:455–457,2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bbm:

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Bolthausen:2002:BPS

[BvdVP02d] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.Branching particle systems and Dawson–Watanabe superpro-

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Bolthausen:2002:FMa

[BvdVP02e] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Frontmatter. Lecture Notes in Mathematics, 1781:4, 2002. CODENLNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[BvdVP02f] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Frontmatter. Lecture Notes in Mathematics, 1781:127, 2002. CODENLNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Bolthausen:2002:FMc

[BvdVP02g] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Frontmatter. Lecture Notes in Mathematics, 1781:332, 2002. CODENLNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Bolthausen:2002:ID

[BvdVP02h] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. In-teractive drifts. Lecture Notes in Mathematics, 1781:247–280,2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Bolthausen:2002:Ia

[BvdVP02i] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Intro-duction. Lecture Notes in Mathematics, 1781:5–6, 2002. CODENLNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book).

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[BvdVP02j] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.Introduction. Lecture Notes in Mathematics, 1781:132–134,2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Bolthausen:2002:LCS

[BvdVP02k] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Calculus of scores. Lecture Notes in Mathematics, 1781:357–369, 2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print),3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Bolthausen:2002:LES

[BvdVP02l] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Efficient score and one-step estimators. Lecture Notes inMathematics, 1781:412–423, 2002. CODEN LNMAA2. ISBN3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Bolthausen:2002:LEPa

[BvdVP02m] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Empirical processes and consistency of Z-estimators. Lec-ture Notes in Mathematics, 1781:383–394, 2002. CODEN LN-MAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Bolthausen:2002:LEPb

[BvdVP02n] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Empirical processes and normality of Z-estimators. Lec-ture Notes in Mathematics, 1781:395–411, 2002. CODEN LN-MAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


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[BvdVP02o] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Gaussian approximations. Lecture Notes in Mathematics,1781:370–382, 2002. CODEN LNMAA2. ISBN 3-540-43736-3(print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Bolthausen:2002:LID

[BvdVP02p] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Infinite-dimensional Z-estimators. Lecture Notes in Math-ematics, 1781:446–454, 2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/3-540-47944-9_19/.

Bolthausen:2002:LIT

[BvdVP02q] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Introduction, tangent sets. Lecture Notes in Mathematics,1781:336–345, 2002. CODEN LNMAA2. ISBN 3-540-43736-3(print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/3-540-47944-9_10/.

Bolthausen:2002:LLB

[BvdVP02r] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Lower bounds. Lecture Notes in Mathematics, 1781:346–356, 2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-47944-9_11/.

Bolthausen:2002:LMP

[BvdVP02s] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Maximum and profile likelihood. Lecture Notes in Math-ematics, 1781:433–445, 2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/3-540-47944-9_18/.

Bolthausen:2002:LRC

[BvdVP02t] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Lec-ture: Rates of convergence. Lecture Notes in Mathematics, 1781:

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3-540-47944-9_17/.

Bolthausen:2002:CTD

[BvdVP02u] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.On the construction of the three-dimensional polymer measure.Lecture Notes in Mathematics, 1781:7–38, 2002. CODEN LN-MAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Bolthausen:2002:ODP

[BvdVP02v] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.One-dimensional pinning-depinning transitions. Lecture Notes inMathematics, 1781:105–120, 2002. CODEN LNMAA2. ISBN3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/3-540-47944-9_4/.

Bolthausen:2002:SPP

[BvdVP02w] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Sam-ple path properties of superprocesses. Lecture Notes in Mathemat-ics, 1781:193–246, 2002. CODEN LNMAA2. ISBN 3-540-43736-3(print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/3-540-47944-9_7/.

Bolthausen:2002:SAR

[BvdVP02x] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins. Self-attracting random walks. Lecture Notes in Mathematics, 1781:39–104, 2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print),3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Bolthausen:2002:SI

[BvdVP02y] Erwin Bolthausen, Aad van der Vaart, and Edwin Perkins.Spatial interactions. Lecture Notes in Mathematics, 1781:281–317, 2002. CODEN LNMAA2. ISBN 3-540-43736-3 (print), 3-540-47944-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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CannasdaSilva:2001:SF

[Can01] Ana Cannas da Silva. Symplectic forms. Lecture Notes in Mathe-matics, 1764:3–8, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Canuto:2003:MPM

[Can03] Claudio Canuto, editor. Multiscale Problems and Methods inNumerical Simulations: Lectures given at the C.I.M.E. Sum-mer School held in Martina Franca, Italy, September 9-15,2001, volume 1825 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany / London,UK / etc., 2003. CODEN LNMAA2. ISBN 3-540-20099-1(print), 3-540-39810-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). LCCN QA3 .L28 no. 1825. URL http:/



Cao:2003:CEI

[Cao03a] Frederic Cao. 1. Curve evolution and image processing. Lec-ture Notes in Mathematics, 1805:3–21, 2003. CODEN LNMAA2.ISBN 3-540-00402-5 (print), 3-540-36392-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Cao:2003:RBC

[Cao03b] Frederic Cao. 2. Rudimentary bases of curve geometry. LectureNotes in Mathematics, 1805:23–28, 2003. CODEN LNMAA2.ISBN 3-540-00402-5 (print), 3-540-36392-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Cao:2003:GCS

[Cao03c] Frederic Cao. 3. Geometric curve shortening flow. Lecture Notesin Mathematics, 1805:31–53, 2003. CODEN LNMAA2. ISBN3-540-00402-5 (print), 3-540-36392-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Cao:2003:CEL

[Cao03d] Frederic Cao. 4. Curve evolution and level sets. Lecture Notesin Mathematics, 1805:55–103, 2003. CODEN LNMAA2. ISBN3-540-00402-5 (print), 3-540-36392-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Cao:2003:CNM

[Cao03e] Frederic Cao. 5. Classical numerical methods for curve evolu-tion. Lecture Notes in Mathematics, 1805:107–110, 2003. CODENLNMAA2. ISBN 3-540-00402-5 (print), 3-540-36392-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Cao:2003:GSC

[Cao03f] Frederic Cao. 6. A geometrical scheme for curve evolution. LectureNotes in Mathematics, 1805:111–166, 2003. CODEN LNMAA2.ISBN 3-540-00402-5 (print), 3-540-36392-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Cao:2003:PT

[Cao03g] Frederic Cao. A. proof of Thm. 4.34. Lecture Notes in Mathemat-ics, 1805:171–176, 2003. CODEN LNMAA2. ISBN 3-540-00402-5(print), 3-540-36392-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Cao:2003:CP

[Cao03h] Frederic Cao. Conclusion and perspectives. Lecture Notes inMathematics, 1805:167–169, 2003. CODEN LNMAA2. ISBN3-540-00402-5 (print), 3-540-36392-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Cao:2003:I

[Cao03j] Frederic Cao. Index. Lecture Notes in Mathematics, 1805:185–187, 2003. CODEN LNMAA2. ISBN 3-540-00402-5 (print), 3-540-36392-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Cao03k] Frederic Cao. References. Lecture Notes in Mathematics, 1805:177–184, 2003. CODEN LNMAA2. ISBN 3-540-00402-5 (print),3-540-36392-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Capasso:2000:MMP

[Cap00a] Vincenzo Capasso. Mathematical models for polymer crystalliza-tion processes. Lecture Notes in Mathematics, 1739:39–67, 2000.CODEN LNMAA2. ISBN 3-540-67782-8 (print), 3-540-44976-0(e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/BFb0103917/.

Capitaine:2000:OMF

[Cap00b] Mireille Capitaine. On the Onsager–Machlup functional for el-liptic diffusion processes. Lecture Notes in Mathematics, 1729:313–328, 2000. CODEN LNMAA2. ISBN 3-540-67314-8 (print),3-540-46413-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Cap08] Gianfranco Capriz. Bodies with kinetic substructure. LectureNotes in Mathematics, 1937:77–90, 2008. CODEN LNMAA2.

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[Car07] Rene A. Carmona. HJM: a unified approach to dynamic mod-els for fixed income, credit and equity markets. Lecture Notesin Mathematics, 1919:1–50, 2007. CODEN LNMAA2. ISBN3-540-73326-4 (print), 3-540-73327-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Catoni:2004:ULD

[Cat04a] Olivier Catoni. 1. Universal lossless data compression. LectureNotes in Mathematics, 1851:5–54, 2004. CODEN LNMAA2.ISBN 3-540-22572-2 (print), 3-540-44507-2 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Cat04b] Olivier Catoni. 2. Links between data compression and sta-tistical estimation. Lecture Notes in Mathematics, 1851:55–69, 2004. CODEN LNMAA2. ISBN 3-540-22572-2 (print), 3-540-44507-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Catoni:2004:NCM

[Cat04c] Olivier Catoni. 3. Non cumulated mean risk. Lecture Notesin Mathematics, 1851:71–95, 2004. CODEN LNMAA2. ISBN3-540-22572-2 (print), 3-540-44507-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Catoni:2004:GE

[Cat04d] Olivier Catoni. 4. Gibbs estimators. Lecture Notes in Mathemat-ics, 1851:97–154, 2004. CODEN LNMAA2. ISBN 3-540-22572-2(print), 3-540-44507-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Catoni:2004:DI

[Cat04f] Olivier Catoni. 6. Deviation inequalities. Lecture Notes inMathematics, 1851:199–222, 2004. CODEN LNMAA2. ISBN3-540-22572-2 (print), 3-540-44507-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Catoni:2004:MCE

[Cat04g] Olivier Catoni. 7. Markov chains with exponential transitions.Lecture Notes in Mathematics, 1851:223–260, 2004. CODENLNMAA2. ISBN 3-540-22572-2 (print), 3-540-44507-2 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Catoni:2004:Ib

[Cat04h] Olivier Catoni. Index. Lecture Notes in Mathematics, 1851:267–269, 2004. CODEN LNMAA2. ISBN 3-540-22572-2 (print), 3-540-44507-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Catoni:2004:Ia

[Cat04i] Olivier Catoni. Introduction. Lecture Notes in Mathematics, 1851:1–4, 2004. CODEN LNMAA2. ISBN 3-540-22572-2 (print), 3-540-44507-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Cat04j] Olivier Catoni. List of participants and list of short lectures.Lecture Notes in Mathematics, 1851:271–273, 2004. CODENLNMAA2. ISBN 3-540-22572-2 (print), 3-540-44507-2 (e-book).

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[Cat08] Fabrizio Catanese. Differentiable and deformation type of al-gebraic surfaces, real and symplectic structures. Lecture Notesin Mathematics, 1938:55–167, 2008. CODEN LNMAA2. ISBN3-540-78278-8 (print), 3-540-78279-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[CC01] Tsung-Ming Chao and Ching-Shung Chou. Some remarks onthe martingales satisfying the structure equation [X,X ]t =

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[CC08] M. Capitaine and M. Casalis. Geometric interpretation of thecumulants for random matrices previously defined as convolutionson the symmetric group. Lecture Notes in Mathematics, 1934:93–119, 2008. CODEN LNMAA2. ISBN 3-540-77912-4 (print), 3-540-77913-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[CCE+04] Rene A. Carmona, Erhan Cinlar, Ivar Ekeland, Elyes Jouini,Jose A. Scheinkman, and Nizar Touzi, editors. Paris–PrincetonLectures on Mathematical Finance 2003, volume 1847 of LectureNotes in Mathematics. Springer-Verlag, Berlin, Germany / Hei-delberg, Germany / London, UK / etc., 2004. CODEN LNMAA2.

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[CDM+08] Ana Carpio, Oliver Dorn, Miguel Moscoso, Frank Natterer,George C. Papanicolaou, Maria Luisa Rapun, and AlessandroTeta. Front matter. Lecture Notes in Mathematics, 1943:i–xi, 2008. CODEN LNMAA2. ISBN 3-540-78545-0 (print), 3-540-78547-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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Cherny:2005:SDE

[CE05a] Alexander S. Cherny and Hans-Jurgen Engelbert. 1. Stochasticdifferential equations. Lecture Notes in Mathematics, 1858:5–25,2005. CODEN LNMAA2. ISBN 3-540-24007-1 (print), 3-540-31560-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Cherny:2005:TSC

[CE05c] Alexander S. Cherny and Hans-Jurgen Engelbert. 3. Two-sidedclassification of isolated singular points. Lecture Notes in Mathe-matics, 1858:65–79, 2005. CODEN LNMAA2. ISBN 3-540-24007-1 (print), 3-540-31560-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Cherny:2005:CIG

[CE05d] Alexander S. Cherny and Hans-Jurgen Engelbert. 4. Classifica-tion at infinity and global solutions. Lecture Notes in Mathemat-ics, 1858:81–91, 2005. CODEN LNMAA2. ISBN 3-540-24007-1(print), 3-540-31560-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[CE05e] Alexander S. Cherny and Hans-Jurgen Engelbert. 5. Several spe-cial cases. Lecture Notes in Mathematics, 1858:93–103, 2005.CODEN LNMAA2. ISBN 3-540-24007-1 (print), 3-540-31560-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[CE05f] Alexander S. Cherny and Hans-Jurgen Engelbert. Appendix.Lecture Notes in Mathematics, 1858:105–118, 2005. CO-DEN LNMAA2. ISBN 3-540-24007-1 (print), 3-540-31560-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Cherny:2005:INI

[CE05g] Alexander S. Cherny and Hans-Jurgen Engelbert. Index of nota-tion and index of terms. Lecture Notes in Mathematics, 1858:123–

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[CE05j] Alexander S. Cherny and Hans-Jurgen Engelbert. SingularStochastic Differential Equations, volume 1858 of Lecture Notesin Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg,Germany / London, UK / etc., 2005. CODEN LNMAA2. ISBN3-540-24007-1 (print), 3-540-31560-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). viii + 128 pp. LCCN QA3 .L28no. 1858. URL http://link.springer.com/book/10.1007/


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[CEKH+07a] Rene A. Carmona, Ivar Ekeland, Arturo Kohatsu-Higa, Jean-Michel Lasry, Pierre-Louis Lions, Huyen Pham, and ErikTaflin. Front matter. Lecture Notes in Mathematics, 1919:i–viii, 2007. CODEN LNMAA2. ISBN 3-540-73326-4 (print), 3-540-73327-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Cel00] Arrigo Cellina. Introduction. Lecture Notes in Mathematics, 1740:1–5, 2000. CODEN LNMAA2. ISBN 3-540-67971-5 (print), 3-540-44486-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Cerrai:2001:ASD

[Cer01a] Sandra Cerrai. Analyticity of the semigroup in a degeneratecase. Lecture Notes in Mathematics, 1762:81–101, 2001. CODENLNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


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[Cer01b] Sandra Cerrai. Application to stochastic optimal control prob-lems. Lecture Notes in Mathematics, 1762:281–300, 2001. CO-DEN LNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/3-540-45147-

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Cerrai:2001:ABS

[Cer01c] Sandra Cerrai. Asymptotic behaviour of solutions. Lecture Notesin Mathematics, 1762:65–80, 2001. CODEN LNMAA2. ISBN3-540-42136-X (print), 3-540-45147-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Cer01d] Sandra Cerrai. Ergodicity. Lecture Notes in Mathematics, 1762:221–235, 2001. CODEN LNMAA2. ISBN 3-540-42136-X (print),3-540-45147-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-45147-1_9/.

Cerrai:2001:HJB

[Cer01e] Sandra Cerrai. Hamilton–Jacobi–Bellman equations in Hilbertspaces. Lecture Notes in Mathematics, 1762:237–279, 2001. CO-DEN LNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/3-540-45147-

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Cerrai:2001:I

[Cer01f] Sandra Cerrai. Introduction. Lecture Notes in Mathematics, 1762:1–18, 2001. CODEN LNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-45147-1_1/.

Cerrai:2001:KER

[Cer01g] Sandra Cerrai. Kolmogorov equations in Rd with unboundedcoefficients. Lecture Notes in Mathematics, 1762:21–63, 2001.CODEN LNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1(e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/3-540-45147-

1_2/.

Cerrai:2001:KEH

[Cer01h] Sandra Cerrai. Kolmogorov equations in Hilbert spaces. Lec-ture Notes in Mathematics, 1762:143–170, 2001. CODEN LN-MAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Cerrai:2001:SOP

[Cer01i] Sandra Cerrai. Second Order PDE’s in Finite and InfiniteDimension: A Probabilistic Approach, volume 1762 of LectureNotes in Mathematics. Springer-Verlag, Berlin, Germany / Hei-delberg, Germany / London, UK / etc., 2001. CODEN LN-

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Cerrai:2001:SDDa

[Cer01j] Sandra Cerrai. Smooth dependence on data for the SPDE:the Lipschitz case. Lecture Notes in Mathematics, 1762:105–141, 2001. CODEN LNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-45147-1_5/.

Cerrai:2001:SDDb

[Cer01k] Sandra Cerrai. Smooth dependence on data for the SPDE: thenon-Lipschitz case (I). Lecture Notes in Mathematics, 1762:171–203, 2001. CODEN LNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-45147-1_7/.

Cerrai:2001:SDDc

[Cer01l] Sandra Cerrai. Smooth dependence on data for the SPDE: thenon-Lipschitz case (II). Lecture Notes in Mathematics, 1762:205–220, 2001. CODEN LNMAA2. ISBN 3-540-42136-X (print), 3-540-45147-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-45147-1_8/.

Cerf:2006:BM

[Cer06a] Raphael Cerf. Back matter. Lecture Notes in Mathematics, 1878:253–268, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print),3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bbm:

978-3-540-34806-1/1.pdf.

Cerf:2006:BP

[Cer06b] Raphael Cerf. Bernoulli percolation. Lecture Notes in Mathemat-ics, 1878:25–29, 2006. CODEN LNMAA2. ISBN 3-540-30988-8

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Cerf:2006:CG

[Cer06c] Raphael Cerf. Coarse graining. Lecture Notes in Mathematics,1878:105–116, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_9.pdf.

Cerf:2006:D

[Cer06d] Raphael Cerf. Decoupling. Lecture Notes in Mathematics,1878:117–127, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_10.pdf.

Cerf:2006:EUB

[Cer06e] Raphael Cerf. Enhanced upper bound. Lecture Notes in Math-ematics, 1878:215–228, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Cerf:2006:FRC

[Cer06f] Raphael Cerf. FK or random cluster model. Lecture Notesin Mathematics, 1878:31–42, 2006. CODEN LNMAA2. ISBN3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Cerf:2006:FMa

[Cer06g] Raphael Cerf. Front matter. Lecture Notes in Mathematics, 1878:i–xiv, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

978-3-540-34806-1/1.pdf.

Cerf:2006:FMb

[Cer06h] Raphael Cerf. Front matter. Lecture Notes in Mathematics,1878:1, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print),

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Cerf:2006:FMc

[Cer06i] Raphael Cerf. Front matter. Lecture Notes in Mathematics, 1878:13, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

978-3-540-34806-1/2/1.pdf.

Cerf:2006:FMd

[Cer06j] Raphael Cerf. Front matter. Lecture Notes in Mathematics, 1878:43, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

978-3-540-34806-1/3/1.pdf.

Cerf:2006:FMe

[Cer06k] Raphael Cerf. Front matter. Lecture Notes in Mathematics, 1878:65, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

978-3-540-34806-1/4/1.pdf.

Cerf:2006:FMf

[Cer06l] Raphael Cerf. Front matter. Lecture Notes in Mathematics, 1878:103, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

978-3-540-34806-1/5/1.pdf.

Cerf:2006:FMg

[Cer06m] Raphael Cerf. Front matter. Lecture Notes in Mathematics, 1878:157, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

978-3-540-34806-1/6/1.pdf.

Cerf:2006:FMh

[Cer06n] Raphael Cerf. Front matter. Lecture Notes in Mathematics, 1878:201, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-

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Cerf:2006:IE

[Cer06o] Raphael Cerf. Interface estimate. Lecture Notes in Mathematics,1878:147–155, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_12.pdf.

Cerf:2006:IM

[Cer06p] Raphael Cerf. Ising model. Lecture Notes in Mathematics,1878:15–24, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_2.pdf.

Cerf:2006:LDT

[Cer06q] Raphael Cerf. Large deviation theory. Lecture Notes in Mathe-matics, 1878:67–74, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_6.pdf.

Cerf:2006:LFP

[Cer06r] Raphael Cerf. LDP for FK percolation. Lecture Notes in Math-ematics, 1878:229–239, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Cerf:2006:LI

[Cer06s] Raphael Cerf. LDP for Ising. Lecture Notes in Mathematics,1878:241–252, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_19.pdf.

Cerf:2006:LCS

[Cer06t] Raphael Cerf. LDP for the cluster shapes. Lecture Notes inMathematics, 1878:203–214, 2006. CODEN LNMAA2. ISBN3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434

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Cerf:2006:PCS

[Cer06u] Raphael Cerf. Phase coexistence and subadditivity. Lecture Notesin Mathematics, 1878:3–12, 2006. CODEN LNMAA2. ISBN3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Cerf:2006:SFP

[Cer06v] Raphael Cerf. Sets of finite perimeter. Lecture Notes in Math-ematics, 1878:159–172, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Cerf:2006:SE

[Cer06w] Raphael Cerf. Surface energy. Lecture Notes in Mathematics,1878:173–188, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_14.pdf.

Cerf:2006:SLD

[Cer06x] Raphael Cerf. Surface large deviation principles. Lecture Notesin Mathematics, 1878:75–84, 2006. CODEN LNMAA2. ISBN3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Cerf:2006:ST

[Cer06y] Raphael Cerf. Surface tension. Lecture Notes in Mathematics,1878:129–145, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_11.pdf.

Cerf:2006:VLD

[Cer06z] Raphael Cerf. Volume large deviations. Lecture Notes in Math-ematics, 1878:85–102, 2006. CODEN LNMAA2. ISBN 3-540-30988-8 (print), 3-540-34806-9 (e-book). ISSN 0075-8434

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Cerf:2006:WC

[Cer06-27] Raphael Cerf. The Wulff crystal. Lecture Notes in Mathemat-ics, 1878:45–64, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_5.pdf.

Cerf:2006:WT

[Cer06-28] Raphael Cerf. The Wulff theorem. Lecture Notes in Mathematics,1878:189–199, 2006. CODEN LNMAA2. ISBN 3-540-30988-8(print), 3-540-34806-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-34806-1_15.pdf.

Cowling:2008:FM

[CFK+08] Michael Cowling, Edward Frenkel, Masaki Kashiwara, AlainValette, David A. Vogan, Jr., and Nolan R. Wallach. Front mat-ter. Lecture Notes in Mathematics, 1931:i–xii, 2008. CODENLNMAA2. ISBN 3-540-76891-2 (print), 3-540-76892-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Conti:2003:TBC

[CG03] Roberto Conti and Marcello Galeotti. Totally bounded cu-bic systems in R2. Lecture Notes in Mathematics, 1822:103–171, 2003. CODEN LNMAA2. ISBN 3-540-40786-3 (print), 3-540-45204-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Chapoton:2001:ECO

[Cha01] Frederic Chapoton. Un endofoncteur de la categorie des operades.(French) []. Lecture Notes in Mathematics, 1763:105–110,2001. CODEN LNMAA2. ISBN 3-540-42194-7 (print), 3-540-45328-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Cha03] Djalil Chafaı. Gaussian maximum of entropy and reversed log-Sobolev inequality. Lecture Notes in Mathematics, 1801:194–200, 2003. CODEN LNMAA2. ISBN 3-540-00072-0 (print), 3-540-36107-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Chaplain:2008:MAC

[Cha08a] Mark A. J. Chaplain. Modelling aspects of cancer growth: In-sight from mathematical and numerical analysis and computa-tional simulation. Lecture Notes in Mathematics, 1940:147–200,2008. CODEN LNMAA2. ISBN 3-540-78360-1 (print), 3-540-78362-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-78362-6_3.pdf.

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[Cha08b] Jean-Rene Chazottes. Equilibrium States and the Ergodic The-ory of Anosov Diffeomorphisms, volume 470 of Lecture Notes inMathematics. Springer-Verlag, Berlin, Germany / Heidelberg,Germany / London, UK / etc., 2008. CODEN LNMAA2. ISBN3-540-77605-2 (print), 3-540-77695-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). viii + 75 pp. LCCN QA3 .L28no. 470. URL http://link.springer.com/book/10.1007/978-


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Cheridito:2003:RGM

[Che03] Patrick Cheridito. Representations of Gaussian measures thatare equivalent to Wiener measure. Lecture Notes in Mathemat-ics, 1832:81–89, 2003. CODEN LNMAA2. ISBN 3-540-20520-9(print), 3-540-40004-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Chidume:2009:AHI

[Chi09a] Charles Chidume. Applications to Hammerstein integral equa-tions. Lecture Notes in Mathematics, 1965:169–191, 2009. CO-DEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Chi09b] Charles Chidume. Approximation of fixed points of Lipschitzpseudo-contractive mappings. Lecture Notes in Mathematics,1965:151–160, 2009. CODEN LNMAA2. ISBN 1-84882-189-1(print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Chidume:2009:CFPb

[Chi09c] Charles Chidume. Common fixed points for countable fami-lies of nonexpansive mappings. Lecture Notes in Mathematics,1965:215–229, 2009. CODEN LNMAA2. ISBN 1-84882-189-1(print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Chidume:2009:CFPc

[Chi09d] Charles Chidume. Common fixed points for families of com-muting nonexpansive mappings. Lecture Notes in Mathematics,1965:231–242, 2009. CODEN LNMAA2. ISBN 1-84882-189-1(print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Chidume:2009:CFPa

[Chi09e] Charles Chidume. Common fixed points for finite families ofnonexpansive mappings. Lecture Notes in Mathematics, 1965:205–214, 2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print),1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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Chidume:2009:DMB

[Chi09f] Charles Chidume. Duality maps in Banach spaces. Lecture Notesin Mathematics, 1965:19–28, 2009. CODEN LNMAA2. ISBN1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Chidume:2009:EMI

[Chi09g] Charles Chidume. An example; Mann iteration for strictlypseudo-contractive mappings. Lecture Notes in Mathematics,

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Chidume:2009:FFL

[Chi09h] Charles Chidume. Finite families of Lipschitz pseudo-contractiveand accretive mappings. Lecture Notes in Mathematics, 1965:243–250, 2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print),1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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Chidume:2009:FFN

[Chi09i] Charles Chidume. Finite families of non-self asymptotically non-expansive mappings. Lecture Notes in Mathematics, 1965:257–270, 2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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[Chi09j] Charles Chidume. Front matter. Lecture Notes in Mathemat-ics, 1965:i–xvii, 2009. CODEN LNMAA2. ISBN 1-84882-189-1(print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Chidume:2009:GLA

[Chi09k] Charles Chidume. Generalized Lipschitz accretive and pseudo-contractive mappings. Lecture Notes in Mathematics, 1965:161–167, 2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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Chidume:2009:GLP

[Chi09l] Charles Chidume. Generalized Lipschitz pseudo-contractive andaccretive mappings. Lecture Notes in Mathematics, 1965:251–256,2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Chi09m] Charles Chidume. Geometric Properties of Banach Spaces andNonlinear Iterations, volume 1965 of Lecture Notes in Mathemat-ics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany /London, UK / etc., 2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print),1617-9692 (electronic). xviii + 326 pp. LCCN QA3 .L28 no.1965. URL http://link.springer.com/book/10.1007/978-


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Chidume:2009:HSD

[Chi09n] Charles Chidume. Hybrid steepest descent method for varia-tional inequalities. Lecture Notes in Mathematics, 1965:87–111,2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Chidume:2009:IUC

[Chi09o] Charles Chidume. Inequalities in uniformly convex spaces. Lec-ture Notes in Mathematics, 1965:29–44, 2009. CODEN LNMAA2.ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Chidume:2009:IUS

[Chi09p] Charles Chidume. Inequalities in uniformly smooth spaces. Lec-ture Notes in Mathematics, 1965:45–55, 2009. CODEN LNMAA2.ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Chidume:2009:IPZ

[Chi09q] Charles Chidume. Iteration processes for zeros of generalized F-accretive mappings. Lecture Notes in Mathematics, 1965:129–140,2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Chi09r] Charles Chidume. Iterative method for fixed points of nonex-pansive mappings. Lecture Notes in Mathematics, 1965:57–86,2009. CODEN LNMAA2. ISBN 1-84882-189-1 (print), 1-84882-190-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[CLM+08i] Frederic Cao, Jose-Luis Lisani, Jean-Michel Morel, Pablo Muse,and Frederic Sur. Invariant level line encoding. Lecture Notesin Mathematics, 1948:61–77, 2008. CODEN LNMAA2. ISBN3-540-68480-8 (print), 3-540-68481-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Cut02d] Steven Dale Cutkosky. 12. Reduction of ν in a secondspecial case. Lecture Notes in Mathematics, 1786:131–149,2002. CODEN LNMAA2. ISBN 3-540-43780-0 (print), 3-540-48030-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[dH09e] Frank den Hollander. Elastic polymers. Lecture Notes in Mathe-matics, 1974:59–65, 2009. CODEN LNMAA2. ISBN 3-642-00332-X (print), 3-642-00333-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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denHollander:2009:FMa

[dH09f] Frank den Hollander. Front matter. Lecture Notes in Mathemat-ics, 1974:17–18, 2009. CODEN LNMAA2. ISBN 3-642-00332-X(print), 3-642-00333-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[dH09i] Frank den Hollander. Polymer adsorption. Lecture Notes inMathematics, 1974:85–112, 2009. CODEN LNMAA2. ISBN 3-642-00332-X (print), 3-642-00333-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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Dolzmann:2003:USM

[Dol03d] Georg Dolzmann. 4. Uniqueness and stability of microstructure.Lecture Notes in Mathematics, 1803:83–126, 2003. CODEN LN-MAA2. ISBN 3-540-00114-X (print), 3-540-36125-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


4/.

Dolzmann:2003:AMT

[Dol03e] Georg Dolzmann. 5. Applications to martensic transformations.Lecture Notes in Mathematics, 1803:127–152, 2003. CODEN LN-MAA2. ISBN 3-540-00114-X (print), 3-540-36125-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


5/.

Dolzmann:2003:AA

[Dol03f] Georg Dolzmann. 6. Algorithmic aspects. Lecture Notes inMathematics, 1803:153–175, 2003. CODEN LNMAA2. ISBN

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3-540-00114-X (print), 3-540-36125-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-36125-1_6/.

Dolzmann:2003:BR

[Dol03g] Georg Dolzmann. 7. Bibliographic remarks. Lecture Notes inMathematics, 1803:177–182, 2003. CODEN LNMAA2. ISBN3-540-00114-X (print), 3-540-36125-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-36125-1_7/.

Dolzmann:2003:CCR

[Dol03h] Georg Dolzmann. A. convexity conditions and rank-oneconnections. Lecture Notes in Mathematics, 1803:183–192,2003. CODEN LNMAA2. ISBN 3-540-00114-X (print), 3-540-36125-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-36125-1_8/.

Dolzmann:2003:BEC

[Dol03i] Georg Dolzmann. B. elements of crystallography. Lecture Notesin Mathematics, 1803:193–196, 2003. CODEN LNMAA2. ISBN3-540-00114-X (print), 3-540-36125-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-36125-1_9/.

Dolzmann:2003:CN

[Dol03j] Georg Dolzmann. C. notation. Lecture Notes in Mathematics,1803:197–200, 2003. CODEN LNMAA2. ISBN 3-540-00114-X(print), 3-540-36125-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-36125-1_10/.

Dolzmann:2003:Ib

[Dol03k] Georg Dolzmann. Index. Lecture Notes in Mathematics, 1803:211–212, 2003. CODEN LNMAA2. ISBN 3-540-00114-X (print),3-540-36125-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-36125-1_12.

Dolzmann:2003:R

[Dol03l] Georg Dolzmann. References. Lecture Notes in Mathematics,1803:201–209, 2003. CODEN LNMAA2. ISBN 3-540-00114-X

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Dolzmann:2003:VMC

[Dol03m] Georg Dolzmann. Variational Methods for Crystalline Microstructure-Analysis and Computation, volume 1803 of Lecture Notesin Mathematics. Springer-Verlag, Berlin, Germany / Hei-delberg, Germany / London, UK / etc., 2003. CODENLNMAA2. ISBN 3-540-00114-X (print), 3-540-36125-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). viii+ 212 pp. LCCN QA3 .L28 no. 1803. URL http:/



Doney:2005:SEC

[Don05a] Ronald A. Doney. Some excursion calculations for spectrally one-sided Levy processes. Lecture Notes in Mathematics, 1857:5–15,2005. CODEN LNMAA2. ISBN 3-540-23973-1 (print), 3-540-31449-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-31449-3_2.pdf.

Doney:2005:TCR

[Don05b] Ronald A. Doney. Tanaka’s construction for random walksand Levy processes. Lecture Notes in Mathematics, 1857:1–4,2005. CODEN LNMAA2. ISBN 3-540-23973-1 (print), 3-540-31449-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-31449-3_1.pdf.

Doney:2007:BM

[Don07a] Professor Ronald A. Doney. Back matter. Lecture Notes inMathematics, 1897:133–150, 2007. CODEN LNMAA2. ISBN3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Doney:2007:CRQ

[Don07b] Professor Ronald A. Doney. Creeping and related ques-tions. Lecture Notes in Mathematics, 1897:51–64, 2007. CO-DEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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Doney:2007:FM

[Don07c] Professor Ronald A. Doney. Front matter. Lecture Notes in Math-ematics, 1897:I–IX, 2007. CODEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-48511-7/1.pdf.

Doney:2007:FWH

[Don07d] Professor Ronald A. Doney. Further Wiener–Hopf develop-ments. Lecture Notes in Mathematics, 1897:41–50, 2007. CO-DEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-48511-7_5.pdf.

Doney:2007:ILP

[Don07e] Professor Ronald A. Doney. Introduction to Levy processes. Lec-ture Notes in Mathematics, 1897:1–8, 2007. CODEN LNMAA2.ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


pdf.

Doney:2007:LPW

[Don07f] Professor Ronald A. Doney. Ladder processes and the Wiener–Hopf factorisation. Lecture Notes in Mathematics, 1897:25–40,2007. CODEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-48511-7_4.pdf.

Doney:2007:LPC

[Don07g] Professor Ronald A. Doney. Levy processes conditioned tostay positive. Lecture Notes in Mathematics, 1897:81–93, 2007.CODEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-48511-7_8.pdf.

REFERENCES 223

Doney:2007:LTE

[Don07h] Professor Ronald A. Doney. Local times and excursions. LectureNotes in Mathematics, 1897:19–24, 2007. CODEN LNMAA2.ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


pdf.

Doney:2007:STB

[Don07i] Professor Ronald A. Doney. Small-time behaviour. Lecture Notesin Mathematics, 1897:115–132, 2007. CODEN LNMAA2. ISBN3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Doney:2007:SNL

[Don07j] Professor Ronald A. Doney. Spectrally negative Levy pro-cesses. Lecture Notes in Mathematics, 1897:95–113, 2007. CO-DEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-48511-7_9.pdf.

Doney:2007:SC

[Don07k] Professor Ronald A. Doney. Spitzer’s condition. Lecture Notesin Mathematics, 1897:65–80, 2007. CODEN LNMAA2. ISBN3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Doney:2007:S

[Don07l] Professor Ronald A. Doney. Subordinators. Lecture Notes inMathematics, 1897:9–17, 2007. CODEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Doney:2007:FTL

[Don07m] Ronald A. Doney, editor. Fluctuation Theory for Levy Pro-cesses: Ecole d’Ete de Probabilites de Saint-Flour XXXV— 2005, volume 1897 of Lecture Notes in Mathematics.Springer-Verlag, Berlin, Germany / Heidelberg, Germany /

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London, UK / etc., 2007. CODEN LNMAA2. ISBN 3-540-48510-4 (print), 3-540-48511-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). LCCN QA3 .L28 no. 1897;QA274.73 .D66 2007. URL http://link.springer.com/

book/10.1007/978-3-540-48511-7; http://www.loc.gov/


//www.loc.gov/catdir/toc/fy0716/2007921692.html; http:


Dorn:2008:TRA

[Dor08] Oliver Dorn. Time-reversal and the adjoint imaging method withan application in telecommunication. Lecture Notes in Mathemat-ics, 1943:135–170, 2008. CODEN LNMAA2. ISBN 3-540-78545-0(print), 3-540-78547-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-78547-7_6.pdf.

Doumerc:2003:NRE

[Dou03] Yan Doumerc. A note on representations of eigenvalues of clas-sical Gaussian matrices. Lecture Notes in Mathematics, 1832:370–384, 2003. CODEN LNMAA2. ISBN 3-540-20520-9 (print),3-540-40004-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-40004-2_15/.

Dozzi:2003:ODS

[Doz03] Marco Dozzi. Occupation density and sample path properties.Lecture Notes in Mathematics, 1802:127–166, 2003. CODENLNMAA2. ISBN 3-540-00295-2 (print), 3-540-36259-2 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


4/.

DeDonno:2006:SIR

[DP06] Marzia De Donno and Maurizio Pratelli. Stochastic integrationwith respect to a sequence of semimartingales. Lecture Notesin Mathematics, 1874:119–135, 2006. CODEN LNMAA2. ISBN3-540-30994-2 (print), 3-540-35513-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


deReyna:2002:HLM

[dR02a] Juan Arias de Reyna. 1. Hardy–Littlewood maximal function.Lecture Notes in Mathematics, 1785:3–10, 2002. CODEN LN-

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MAA2. ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


1/.

deReyna:2002:AT

[dR02b] Juan Arias de Reyna. 10. All together. Lecture Notes in Math-ematics, 1785:117–123, 2002. CODEN LNMAA2. ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45822-7_11/.

deReyna:2002:SF

[dR02c] Juan Arias de Reyna. 11. Spaces of functions. Lecture Notesin Mathematics, 1785:127–143, 2002. CODEN LNMAA2. ISBN3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45822-7_12/.

deReyna:2002:MOF

[dR02d] Juan Arias de Reyna. 12. The maximal operator of Fourier se-ries. Lecture Notes in Mathematics, 1785:145–162, 2002. CODENLNMAA2. ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


13/.

deReyna:2002:FTL

[dR02e] Juan Arias de Reyna. 13. Fourier transform on the line. LectureNotes in Mathematics, 1785:163–166, 2002. CODEN LNMAA2.ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


deReyna:2002:FS

[dR02f] Juan Arias de Reyna. 2. Fourier series. Lecture Notes in Mathe-matics, 1785:11–29, 2002. CODEN LNMAA2. ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45822-7_2/.

deReyna:2002:HT

[dR02g] Juan Arias de Reyna. 3. Hilbert transform. Lecture Notes inMathematics, 1785:31–44, 2002. CODEN LNMAA2. ISBN 3-

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com/chapter/10.1007/978-3-540-45822-7_3/.

deReyna:2002:BS

[dR02h] Juan Arias de Reyna. 4. The basic step. Lecture Notes in Mathe-matics, 1785:51–72, 2002. CODEN LNMAA2. ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45822-7_5/.

deReyna:2002:MI

[dR02i] Juan Arias de Reyna. 5. Maximal inequalities. Lecture Notesin Mathematics, 1785:73–76, 2002. CODEN LNMAA2. ISBN3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45822-7_6/.

deReyna:2002:GPS

[dR02j] Juan Arias de Reyna. 6. Growth of partial sums. Lecture Notesin Mathematics, 1785:77–84, 2002. CODEN LNMAA2. ISBN3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45822-7_7/.

deReyna:2002:CAF

[dR02k] Juan Arias de Reyna. 7. Carleson analysis of the function. Lec-ture Notes in Mathematics, 1785:85–91, 2002. CODEN LNMAA2.ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


deReyna:2002:AP

[dR02l] Juan Arias de Reyna. 8. Allowed pairs. Lecture Notes inMathematics, 1785:93–102, 2002. CODEN LNMAA2. ISBN3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45822-7_9/.

deReyna:2002:PIT

[dR02m] Juan Arias de Reyna. 9. Pair interchange theorems. Lecture Notesin Mathematics, 1785:103–115, 2002. CODEN LNMAA2. ISBN3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434

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com/chapter/10.1007/978-3-540-45822-7_10/.

deReyna:2002:CHT

[dR02n] Juan Arias de Reyna. The Charleson–Hunt Theorem. LectureNotes in Mathematics, 1785:47–49, 2002. CODEN LNMAA2.ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


deReyna:2002:CSI

[dR02o] Juan Arias de Reyna. Comments and subject index. Lecture Notesin Mathematics, 1785:171–175, 2002. CODEN LNMAA2. ISBN3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45822-7_16/.

deReyna:2002:PCF

[dR02p] Juan Arias de Reyna. Pointwise Convergence of Fourier Se-ries, volume 1785 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany / London, UK /etc., 2002. CODEN LNMAA2. ISBN 3-540-43270-1 (print), 3-540-45822-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). xviii + 175 pp. LCCN QA3 .L28 no. 1785. URL http:/



deReyna:2002:R

[dR02q] Juan Arias de Reyna. References. Lecture Notes in Mathematics,1785:167–169, 2002. CODEN LNMAA2. ISBN 3-540-43270-1(print), 3-540-45822-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45822-7_15/.

DaPrato:2008:SHR

[DR08] Giuseppe Da Prato and Michael Ruckner, editors. SPDE in Hy-drodynamic: Recent Progress and Prospects: Lectures given atthe C.I.M.E. Summer School held in Cetraro, Italy August 29–September 3, 2005, volume 1942 of Lecture Notes in Mathematics.Springer-Verlag, Berlin, Germany / Heidelberg, Germany / Lon-don, UK / etc., 2008. CODEN LNMAA2. ISBN 3-540-78492-6(print), 3-540-78493-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). LCCN QA3 .L28 no. 1942. URL http://link.

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Arias-de-Reyna:2000:UCM

[dRV00] J. Arias de Reyna and R. Villa. The uniform concentration ofmeasure phenomenon in `np (1 ≤ p ≤ 2). Lecture Notes in Mathe-matics, 1745:13–18, 2000. CODEN LNMAA2. ISBN 3-540-41070-8 (print), 3-540-45392-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/BFb0107203/.

daSilva:2001:ACS

[dS01a] Ana Cannas da Silva. Almost complex structures. Lecture Notesin Mathematics, 1764:83–88, 2001. CODEN LNMAA2. ISBN3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45330-7_12/.

daSilva:2001:CKM

[dS01b] Ana Cannas da Silva. Compact Kahler manifolds. Lecture Notesin Mathematics, 1764:117–123, 2001. CODEN LNMAA2. ISBN3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45330-7_17/.

daSilva:2001:CT

[dS01c] Ana Cannas da Silva. Compatible triples. Lecture Notes in Mathe-matics, 1764:89–92, 2001. CODEN LNMAA2. ISBN 3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45330-7_13/.

daSilva:2001:CM

[dS01d] Ana Cannas da Silva. Complex manifolds. Lecture Notes inMathematics, 1764:101–107, 2001. CODEN LNMAA2. ISBN3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45330-7_15/.

daSilva:2001:CD

[dS01e] Ana Cannas da Silva. Contact dynamics. Lecture Notes in Mathe-matics, 1764:75–79, 2001. CODEN LNMAA2. ISBN 3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-

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daSilva:2001:CF

[dS01f] Ana Cannas da Silva. Contact forms. Lecture Notes in Mathemat-ics, 1764:69–74, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45330-7_10/.

daSilva:2001:DMW

[dS01g] Ana Cannas da Silva. Darboux–Moser–Weinstein theory. LectureNotes in Mathematics, 1764:55–60, 2001. CODEN LNMAA2.ISBN 3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


daSilva:2001:DT

[dS01h] Ana Cannas da Silva. Dolbeault theory. Lecture Notes in Mathe-matics, 1764:93–98, 2001. CODEN LNMAA2. ISBN 3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45330-7_14/.

daSilva:2001:FMa

[dS01i] Ana Cannas da Silva. Front matter. Lecture Notes in Mathemat-ics, 1764:i–xiv, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/1.pdf.

daSilva:2001:FMb

[dS01j] Ana Cannas da Silva. Front matter. Lecture Notes in Mathe-matics, 1764:2, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/1/1.pdf.

daSilva:2001:FMc

[dS01k] Ana Cannas da Silva. Front matter. Lecture Notes in Mathe-matics, 1764:16, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/2/1.pdf.

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daSilva:2001:FMd

[dS01l] Ana Cannas da Silva. Front matter. Lecture Notes in Mathe-matics, 1764:40, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/3/1.pdf.

daSilva:2001:FMe

[dS01m] Ana Cannas da Silva. Front matter. Lecture Notes in Mathe-matics, 1764:68, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/4/1.pdf.

daSilva:2001:FMf

[dS01n] Ana Cannas da Silva. Front matter. Lecture Notes in Mathe-matics, 1764:82, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/5/1.pdf.

daSilva:2001:FMg

[dS01o] Ana Cannas da Silva. Front matter. Lecture Notes in Mathe-matics, 1764:100, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/6/1.pdf.

daSilva:2001:FMh

[dS01p] Ana Cannas da Silva. Front matter. Lecture Notes in Mathe-matics, 1764:126, 2001. CODEN LNMAA2. ISBN 3-540-42195-5(print), 3-540-45330-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/bfm:978-3-540-45330-7/7/1.pdf.

daSilva:2001:GF

[dS01q] Ana Cannas da Silva. Generating functions. Lecture Notes inMathematics, 1764:25–31, 2001. CODEN LNMAA2. ISBN 3-540-42195-5 (print), 3-540-45330-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-45330-7_4/.

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[Fuh05c] Hartmut Fuhr. 3. The Plancherel transform for locally com-pact groups. Lecture Notes in Mathematics, 1863:59–103, 2005.CODEN LNMAA2. ISBN 3-540-24259-7 (print), 3-540-31552-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Fuh05d] Hartmut Fuhr. 4. Plancherel inversion and wavelet trans-forms. Lecture Notes in Mathematics, 1863:105–138, 2005.CODEN LNMAA2. ISBN 3-540-24259-7 (print), 3-540-31552-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Fuh05e] Hartmut Fuhr. 5. Admissible vectors for group extensions.Lecture Notes in Mathematics, 1863:139–168, 2005. CO-DEN LNMAA2. ISBN 3-540-24259-7 (print), 3-540-31552-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Fuh05f] Hartmut Fuhr. 6. Sampling theorems for the Heisenberggroup. Lecture Notes in Mathematics, 1863:169–184, 2005.CODEN LNMAA2. ISBN 3-540-24259-7 (print), 3-540-31552-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Fuh05g] Hartmut Fuhr. Abstract Harmonic Analysis of ContinuousWavelet Transforms, volume 1863 of Lecture Notes in Mathemat-ics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany /London, UK / etc., 2005. CODEN LNMAA2. ISBN 3-540-24259-7 (print), 3-540-31552-7 (e-book). ISSN 0075-8434 (print),1617-9692 (electronic). x + 193 pp. LCCN QA3 .L28 no. 1863.URL http://link.springer.com/book/10.1007/b104912;


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[Gal03] Leonid Galtchouk. On the reduction of a multidimensional contin-uous martingale to a Brownian motion. Lecture Notes in Mathe-matics, 1832:90–93, 2003. CODEN LNMAA2. ISBN 3-540-20520-9 (print), 3-540-40004-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Gal06] Giovanni Gallavotti. Ckn theory of singularities of weak solu-tions of the Navier–Stokes equations. Lecture Notes in Mathemat-ics, 1871:45–74, 2006. CODEN LNMAA2. ISBN 3-540-28586-5(print), 3-540-32454-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Gautschi:2006:OPQ

[Gau06] Walter Gautschi. Orthogonal polynomials, quadrature, andapproximation: Computational methods and software (inmatlab). Lecture Notes in Mathematics, 1883:1–77, 2006.CODEN LNMAA2. ISBN 3-540-31062-2 (print), 3-540-36716-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.



Gonzalez:2003:DSb

[GdS03a] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. C∞-Differentiable Spaces, volume 1824 of Lecture Notes in Mathemat-ics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany /London, UK / etc., 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). 183 (est.) pp. LCCN QA3 .L28 no. 1824. URLhttp://link.springer.com/book/10.1007/b13465; http:


Gonzalez:2003:DM

[GdS03b] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 1.Differentiable manifolds. Lecture Notes in Mathematics, 1824:7–20, 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print),3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_2/.

Gonzalez:2003:SM

[GdS03c] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 10.Smooth morphisms. Lecture Notes in Mathematics, 1824:113–125, 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-

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Gonzalez:2003:QCL

[GdS03d] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 11.Quotients by compact Lie groups. Lecture Notes in Mathematics,1824:127–150, 2003. CODEN LNMAA2. ISBN 3-540-20072-X(print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Gonzalez:2003:DA

[GdS03e] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 2.Differentiable algebras. Lecture Notes in Mathematics, 1824:21–38, 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_3/.

Gonzalez:2003:DSa

[GdS03f] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 3.Differentiable spaces. Lecture Notes in Mathematics, 1824:39–49, 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_4/.

Gonzalez:2003:TDS

[GdS03g] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 4. Topol-ogy of differentiable spaces. Lecture Notes in Mathematics, 1824:51–56, 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print),3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_5/.

Gonzalez:2003:E

[GdS03h] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas.5. Embeddings. Lecture Notes in Mathematics, 1824:57–68,2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GdS03i] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 6. Topo-logical tensor products. Lecture Notes in Mathematics, 1824:69–77, 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print),3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_7/.

Gonzalez:2003:FP

[GdS03j] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 7.Fibred products. Lecture Notes in Mathematics, 1824:79–87,2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_8/.

Gonzalez:2003:TL

[GdS03k] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 8.Topological localization. Lecture Notes in Mathematics, 1824:89–97, 2003. CODEN LNMAA2. ISBN 3-540-20072-X (print),3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_9/.

Gonzalez:2003:FM

[GdS03l] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. 9. Fi-nite morphisms. Lecture Notes in Mathematics, 1824:99–111,2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_10/.

Gonzalez:2003:A

[GdS03m] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. Ap-pendix. Lecture Notes in Mathematics, 1824:151–179, 2003.CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-39665-9_13/.

Gonzalez:2003:I

[GdS03n] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas. Intro-duction. Lecture Notes in Mathematics, 1824:1–5, 2003. CODEN

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[GdS03o] Juan A. Navarro Gonzalez and Juan B. Sancho de Salas.References. Lecture Notes in Mathematics, 1824:181–183,2003. CODEN LNMAA2. ISBN 3-540-20072-X (print), 3-540-39665-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GGM07] D. Gatzouras, A. Giannopoulos, and N. Markoulakis. On themaximal number of facets of 0 / 1 polytopes. Lecture Notes inMathematics, 1910:117–125, 2007. CODEN LNMAA2. ISBN3-540-72052-9 (print), 3-540-72053-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Gie07a] Peter Giesl. Application of the method: Examples. Lecture Notesin Mathematics, 1904:133–147, 2007. CODEN LNMAA2. ISBN3-540-69907-4 (print), 3-540-69909-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Gie07b] Peter Giesl. Back matter. Lecture Notes in Mathematics, 1904:149–170, 2007. CODEN LNMAA2. ISBN 3-540-69907-4 (print),3-540-69909-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bbm:

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[Gie07c] Peter Giesl. Construction of Global Lyapunov Functions UsingRadial Basis Functions, volume 1904 of Lecture Notes in Math-ematics. Springer-Verlag, Berlin, Germany / Heidelberg, Ger-many / London, UK / etc., 2007. CODEN LNMAA2. ISBN3-540-69907-4 (print), 3-540-69909-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). viii + 166 pp. LCCN QA3 .L28 no.1904. URL http://link.springer.com/book/10.1007/978-


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[Gie07d] Peter Giesl. Construction of Lyapunov functions. Lecture Notesin Mathematics, 1904:99–114, 2007. CODEN LNMAA2. ISBN3-540-69907-4 (print), 3-540-69909-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Gie07e] Peter Giesl. Front matter. Lecture Notes in Mathematics, 1904:I–VIII, 2007. CODEN LNMAA2. ISBN 3-540-69907-4 (print),3-540-69909-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Gie07f] Peter Giesl. Global determination of the basin of attrac-tion. Lecture Notes in Mathematics, 1904:115–132, 2007. CO-DEN LNMAA2. ISBN 3-540-69907-4 (print), 3-540-69909-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Gie07g] Peter Giesl. Introduction. Lecture Notes in Mathematics, 1904:1–10, 2007. CODEN LNMAA2. ISBN 3-540-69907-4 (print), 3-540-69909-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Gie07h] Peter Giesl. Lyapunov functions. Lecture Notes in Mathemat-ics, 1904:11–59, 2007. CODEN LNMAA2. ISBN 3-540-69907-4

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[Gie07i] Peter Giesl. Radial basis functions. Lecture Notes in Mathemat-ics, 1904:61–98, 2007. CODEN LNMAA2. ISBN 3-540-69907-4(print), 3-540-69909-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Gil03a] Michael I. Gil’. 1. Preliminaries. Lecture Notes in Mathematics,1830:1–9, 2003. CODEN LNMAA2. ISBN 3-540-20246-3 (print),3-540-45225-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Gil03b] Michael I. Gil’. 10. Multiplicative representations of resolvents.Lecture Notes in Mathematics, 1830:151–161, 2003. CODENLNMAA2. ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Gil03c] Michael I. Gil’. 11. Relatively p-triangular operators. LectureNotes in Mathematics, 1830:163–172, 2003. CODEN LNMAA2.ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gil03d] Michael I. Gil’. 12. Relatively compact perturbations of nor-mal operators. Lecture Notes in Mathematics, 1830:173–180,2003. CODEN LNMAA2. ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Gil03e] Michael I. Gil’. 13. Infinite matrices in Hilbert spaces and dif-ferential operators. Lecture Notes in Mathematics, 1830:181–

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[Gil03f] Michael I. Gil’. 14. Integral operators in space L2. Lecture Notesin Mathematics, 1830:189–197, 2003. CODEN LNMAA2. ISBN3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Gil03g] Michael I. Gil’. 15. Operator matrices. Lecture Notes in Math-ematics, 1830:199–213, 2003. CODEN LNMAA2. ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Gil03h] Michael I. Gil’. 16. Hille–Tamarkin integral operators. LectureNotes in Mathematics, 1830:215–226, 2003. CODEN LNMAA2.ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gil03i] Michael I. Gil’. 17. Integral operators in space L[prescription−R].Lecture Notes in Mathematics, 1830:227–234, 2003. CODENLNMAA2. ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Gil03j] Michael I. Gil’. 18. Hille–Tamarkin matrices. Lecture Notes inMathematics, 1830:235–241, 2003. CODEN LNMAA2. ISBN3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Gil03k] Michael I. Gil’. 19. Zeros of entire functions. Lecture Notes inMathematics, 1830:243–252, 2003. CODEN LNMAA2. ISBN3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Gil03l] Michael I. Gil’. 2. Norms of matrix-valued functions. LectureNotes in Mathematics, 1830:11–34, 2003. CODEN LNMAA2.ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gil03m] Michael I. Gil’. 3. Invertibility of finite matrices. Lecture Notesin Mathematics, 1830:35–48, 2003. CODEN LNMAA2. ISBN3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Gil03n] Michael I. Gil’. 4. Localization of eigenvalues of finite matri-ces. Lecture Notes in Mathematics, 1830:49–63, 2003. CODENLNMAA2. ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Gil03o] Michael I. Gil’. 5. Block matrices and π-triangular matrices. Lec-ture Notes in Mathematics, 1830:65–74, 2003. CODEN LNMAA2.ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gil03p] Michael I. Gil’. 6. Norm estimates for functions of compact op-erators in a Hilbert space. Lecture Notes in Mathematics, 1830:75–96, 2003. CODEN LNMAA2. ISBN 3-540-20246-3 (print),3-540-45225-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Gil03q] Michael I. Gil’. 7. Functions of non-compact operators. LectureNotes in Mathematics, 1830:97–121, 2003. CODEN LNMAA2.ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gil03r] Michael I. Gil’. 8. Bounded perturbations of nonselfadjoint opera-tors. Lecture Notes in Mathematics, 1830:123–134, 2003. CODENLNMAA2. ISBN 3-540-20246-3 (print), 3-540-45225-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[GOW04b] Ayalvadi Ganesh, Neil O’Connell, and Damon Wischik. 10.Interpretations. Lecture Notes in Mathematics, 1838:211–238,2004. CODEN LNMAA2. ISBN 3-540-20832-1 (print), 3-540-39874-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GOW04d] Ayalvadi Ganesh, Neil O’Connell, and Damon Wischik. 3. Moreon the single server queue. Lecture Notes in Mathematics, 1838:47–55, 2004. CODEN LNMAA2. ISBN 3-540-20832-1 (print),3-540-39874-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GOW04f] Ayalvadi Ganesh, Neil O’Connell, and Damon Wischik. 5. Con-tinuous queueing maps. Lecture Notes in Mathematics, 1838:77–104, 2004. CODEN LNMAA2. ISBN 3-540-20832-1 (print), 3-540-39874-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GOW04g] Ayalvadi Ganesh, Neil O’Connell, and Damon Wischik. 6.Large-buffer scalings. Lecture Notes in Mathematics, 1838:105–150, 2004. CODEN LNMAA2. ISBN 3-540-20832-1 (print), 3-540-39874-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GOW04h] Ayalvadi Ganesh, Neil O’Connell, and Damon Wischik. 7.Many-flows scalings. Lecture Notes in Mathematics, 1838:151–181, 2004. CODEN LNMAA2. ISBN 3-540-20832-1 (print), 3-540-39874-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GOW04i] Ayalvadi Ganesh, Neil O’Connell, and Damon Wischik. 8. Longrange dependence. Lecture Notes in Mathematics, 1838:183–198, 2004. CODEN LNMAA2. ISBN 3-540-20832-1 (print), 3-540-39874-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GOW04j] Ayalvadi Ganesh, Neil O’Connell, and Damon Wischik. 9. Mod-erate deviations scalings. Lecture Notes in Mathematics, 1838:199–209, 2004. CODEN LNMAA2. ISBN 3-540-20832-1 (print),3-540-39874-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GR03a] Ofer Gabber and Lorenzo Ramero. 1. Introduction. Lecture Notesin Mathematics, 1800:1–10, 2003. CODEN LNMAA2. ISBN3-540-40594-1 (print), 3-540-45096-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[GR03c] Ofer Gabber and Lorenzo Ramero. 3. Almost ring theory. Lec-ture Notes in Mathematics, 1800:50–91, 2003. CODEN LNMAA2.ISBN 3-540-40594-1 (print), 3-540-45096-3 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gru02a] Lars Grune. 1. Introduction: Dynamics, perturbation anddiscretization. Lecture Notes in Mathematics, 1783:1–12,2002. CODEN LNMAA2. ISBN 3-540-43391-0 (print), 3-540-36784-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Gru02b] Lars Grune. 2. Setup and preliminaries. Lecture Notes in Mathe-matics, 1783:13–25, 2002. CODEN LNMAA2. ISBN 3-540-43391-0 (print), 3-540-36784-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Gru02c] Lars Grune. 3. Strongly attracting sets. Lecture Notes in Mathe-matics, 1783:27–68, 2002. CODEN LNMAA2. ISBN 3-540-43391-0 (print), 3-540-36784-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Gru02d] Lars Grune. 4. Weakly attracting sets. Lecture Notes in Math-ematics, 1783:69–112, 2002. CODEN LNMAA2. ISBN 3-540-43391-0 (print), 3-540-36784-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Gru02h] Lars Grune. Appendix a: Viscosity solutions. Lecture Notes inMathematics, 1783:195–200, 2002. CODEN LNMAA2. ISBN3-540-43391-0 (print), 3-540-36784-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Gru02i] Lars Grune. Appendix b: Comparison functions. Lecture Notesin Mathematics, 1783:201–205, 2002. CODEN LNMAA2. ISBN3-540-43391-0 (print), 3-540-36784-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[GSE07b] James A. Green, Manfred Schocker, and Karin Erdmann. TheCarter–Lusztig modules Vλ,K. Lecture Notes in Mathemat-ics, 830:43–52, 2007. CODEN LNMAA2. ISBN 3-540-46944-3(print), 3-540-46959-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[GSE07e] James A. Green, Manfred Schocker, and Karin Erdmann. Themodules Dλ,K. Lecture Notes in Mathematics, 830:33–42, 2007.CODEN LNMAA2. ISBN 3-540-46944-3 (print), 3-540-46959-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[GSE07i] James A. Green, Manfred Schocker, and Karin Erdmann. Weightsand characters. Lecture Notes in Mathematics, 830:23–31, 2007.CODEN LNMAA2. ISBN 3-540-46944-3 (print), 3-540-46959-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Guionnet:2007:DSM

[Gui07] Alice Guionnet. Dynamics for spherical models of spin-glassand aging. Lecture Notes in Mathematics, 1900:117–144, 2007.CODEN LNMAA2. ISBN 3-540-40902-5 (print), 3-540-40908-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Gui09a] Alice Guionnet. Asymptotics of Harish-Chandra–Itzykson–Zuberintegrals and of Schur polynomials. Lecture Notes in Mathemat-ics, 1957:1–6, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Guionnet:2009:ASM

[Gui09b] Alice Guionnet. Asymptotics of some matrix integrals. LectureNotes in Mathematics, 1957:1–8, 2009. CODEN LNMAA2. ISBN3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Guionnet:2009:BM

[Gui09c] Alice Guionnet. Basics of matrices. Lecture Notes in Mathe-matics, 1957:1–3, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Guionnet:2009:CIL

[Gui09d] Alice Guionnet. Concentration inequalities and logarithmicSobolev inequalities. Lecture Notes in Mathematics, 1957:1–9,2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-69897-5_5.pdf.

Guionnet:2009:CIR

[Gui09e] Alice Guionnet. Concentration inequalities for random matri-ces. Lecture Notes in Mathematics, 1957:1–23, 2009. CO-DEN LNMAA2. ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-69897-5_7.pdf.

Guionnet:2009:FOE

[Gui09f] Alice Guionnet. First-order expansion. Lecture Notes in Mathe-matics, 1957:1–11, 2009. CODEN LNMAA2. ISBN 3-540-69896-5

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[Gui09g] Alice Guionnet. Free entropy. Lecture Notes in Mathemat-ics, 1957:1–15, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Guionnet:2009:FPS

[Gui09h] Alice Guionnet. Free probability setting. Lecture Notes in Mathe-matics, 1957:1–4, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Guionnet:2009:F

[Gui09i] Alice Guionnet. Freeness. Lecture Notes in Mathematics, 1957:1–14, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Gui09j] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Gui09k] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Gui09l] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),

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[Gui09m] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Gui09n] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1–2, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Gui09o] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1–2, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Gui09p] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1–3, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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Guionnet:2009:FMh

[Gui09q] Alice Guionnet. Front matter. Lecture Notes in Mathematics,1957:1–11, 2009. CODEN LNMAA2. ISBN 3-540-69896-5 (print),3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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Guionnet:2009:G

[Gui09r] Alice Guionnet. Generalizations. Lecture Notes in Mathemat-ics, 1957:1–6, 2009. CODEN LNMAA2. ISBN 3-540-69896-5

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[Gui09s] Alice Guionnet. Introduction. Lecture Notes in Mathemat-ics, 1957:1–4, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Guionnet:2009:LDP

[Gui09t] Alice Guionnet. Large deviation principle for the law of the spec-tral measure of shifted Wigner matrices. Lecture Notes in Mathe-matics, 1957:1–27, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Guionnet:2009:LDL

[Gui09u] Alice Guionnet. Large deviations for the law of the spectral mea-sure of Gaussian Wigner’s matrices. Lecture Notes in Mathemat-ics, 1957:1–10, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Guionnet:2009:LDM

[Gui09v] Alice Guionnet. Large deviations of the maximum eigen-value. Lecture Notes in Mathematics, 1957:1–5, 2009. CO-DEN LNMAA2. ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Gui09w] Alice Guionnet, editor. Large Random Matrices: Lec-tures on Macroscopic Asymptotics: Ecole d’Ete de Proba-bilites de Saint-Flour XXXVI — 2006, volume 1957 of Lec-ture Notes in Mathematics. Springer-Verlag, Berlin, Ger-many / Heidelberg, Germany / London, UK / etc., 2009.CODEN LNMAA2. ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-

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[Gui09x] Alice Guionnet. Maps and Gaussian calculus. Lecture Notesin Mathematics, 1957:1–15, 2009. CODEN LNMAA2. ISBN3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Gui09y] Alice Guionnet. Second-order expansion for the free en-ergy. Lecture Notes in Mathematics, 1957:1–25, 2009. CO-DEN LNMAA2. ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Guionnet:2009:SAR

[Gui09z] Alice Guionnet. Stochastic analysis for random matrices. Lec-ture Notes in Mathematics, 1957:1–15, 2009. CODEN LNMAA2.ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gui09-27] Alice Guionnet. Wigner’s matrices; more moments estimates. Lec-ture Notes in Mathematics, 1957:1–12, 2009. CODEN LNMAA2.ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Gui09-28] Alice Guionnet. Wigner’s theorem. Lecture Notes in Mathemat-ics, 1957:1–22, 2009. CODEN LNMAA2. ISBN 3-540-69896-5(print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Gui09-29] Alice Guionnet. Words in several independent Wigner ma-trices. Lecture Notes in Mathematics, 1957:1–6, 2009. CO-DEN LNMAA2. ISBN 3-540-69896-5 (print), 3-540-69897-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Gur09] Matthew J. Gursky. PDEs in conformal geometry. Lecture Notesin Mathematics, 1977:1–33, 2009. CODEN LNMAA2. ISBN 3-642-01673-1 (print), 3-642-01674-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[GZ03a] Olivier Guedon and Artem Zvavitch. Supremum of a processin terms of trees. Lecture Notes in Mathematics, 1807:136–147, 2003. CODEN LNMAA2. ISBN 3-540-00485-8 (print), 3-540-36428-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[GZ03b] A. Guionnet and B. Zegarlinksi. Lectures on logarithmicSobolev inequalities. Lecture Notes in Mathematics, 1801:1–134, 2003. CODEN LNMAA2. ISBN 3-540-00072-0 (print), 3-540-36107-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Hab00a] Lutz Habermann. Asymptotics: The flat case. Lecture Notesin Mathematics, 1743:55–82, 2000. CODEN LNMAA2. ISBN3-540-67987-1 (print), 3-540-44443-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Hab00b] Lutz Habermann. A canonical metric for flat conformal mani-folds. Lecture Notes in Mathematics, 1743:11–31, 2000. CODENLNMAA2. ISBN 3-540-67987-1 (print), 3-540-44443-2 (e-book).

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[Hab00d] Lutz Habermann. Kleinian groups and moduli spaces. Lec-ture Notes in Mathematics, 1743:33–53, 2000. CODEN LN-MAA2. ISBN 3-540-67987-1 (print), 3-540-44443-2 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


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[Hab00e] Lutz Habermann. The moduli space of all conformal structures.Lecture Notes in Mathematics, 1743:101–107, 2000. CODENLNMAA2. ISBN 3-540-67987-1 (print), 3-540-44443-2 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


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[Hab00f] Lutz Habermann. Preliminaries. Lecture Notes in Mathematics,1743:1–9, 2000. CODEN LNMAA2. ISBN 3-540-67987-1 (print),3-540-44443-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Hab00g] Lutz Habermann. Riemannian Metrics of Constant Mass andModuli Spaces of Conformal Structures, volume 1743 of Lec-ture Notes in Mathematics. Springer-Verlag, Berlin, Ger-many / Heidelberg, Germany / London, UK / etc., 2000.CODEN LNMAA2. ISBN 3-540-67987-1. ISSN 0075-8434(print), 1617-9692 (electronic). xii + 116 pp. LCCN QA3.L28 no. 1743; QA3 .L28 no. 1743; QA609. URL http:/


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[Han03] Jan Hannig. On filtrations related to purely discontinuousmartingales. Lecture Notes in Mathematics, 1801:360–365,2003. CODEN LNMAA2. ISBN 3-540-00072-0 (print), 3-540-36107-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Han07a] Heinz Hanßmann. Back matter. Lecture Notes in Mathematics,1893:207–241, 2007. CODEN LNMAA2. ISBN 3-540-38894-X(print), 3-540-38896-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Han07b] Heinz Hanßmann. Bifurcations of equilibria. Lecture Notes inMathematics, 1893:17–89, 2007. CODEN LNMAA2. ISBN 3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Han07c] Heinz Hanßmann. Bifurcations of invariant tori. Lecture Notesin Mathematics, 1893:109–142, 2007. CODEN LNMAA2. ISBN3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Han07d] Heinz Hanßmann. Bifurcations of periodic orbits. Lecture Notesin Mathematics, 1893:91–107, 2007. CODEN LNMAA2. ISBN3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Han07e] Heinz Hanßmann. Front matter. Lecture Notes in Mathemat-ics, 1893:I–XV, 2007. CODEN LNMAA2. ISBN 3-540-38894-X(print), 3-540-38896-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Hanssmann:2007:I

[Han07f] Heinz Hanßmann. Introduction. Lecture Notes in Mathemat-ics, 1893:1–15, 2007. CODEN LNMAA2. ISBN 3-540-38894-X(print), 3-540-38896-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Hanssmann:2007:LSL

[Han07g] Heinz Hanßmann. Local and Semi-Local Bifurcations in Hamilto-nian Dynamical Systems, volume 1893 of Lecture Notes in Math-ematics. Springer-Verlag, Berlin, Germany / Heidelberg, Ger-many / London, UK / etc., 2007. CODEN LNMAA2. ISBN3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). xvi + 237 pp. LCCN QA3 .L28 no.1893. URL http://link.springer.com/book/10.1007/3-540-

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Hanssmann:2007:NFT

[Han07h] Heinz Hanßmann. Normal form theory. Lecture Notes in Math-ematics, 1893:173–184, 2007. CODEN LNMAA2. ISBN 3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Hanssmann:2007:PRT

[Han07i] Heinz Hanßmann. Perturbations of ramified torus bundles.Lecture Notes in Mathematics, 1893:143–159, 2007. CO-DEN LNMAA2. ISBN 3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-38896-8_5.pdf.

Hanssmann:2007:PS

[Han07j] Heinz Hanßmann. Planar singularities. Lecture Notes in Math-ematics, 1893:161–165, 2007. CODEN LNMAA2. ISBN 3-

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Hanssmann:2007:PMK

[Han07k] Heinz Hanßmann. Proof of the main KAM theorem. Lecture Notesin Mathematics, 1893:185–200, 2007. CODEN LNMAA2. ISBN3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Hanssmann:2007:PNL

[Han07l] Heinz Hanßmann. Proofs of the necessary lemmata. Lecture Notesin Mathematics, 1893:201–206, 2007. CODEN LNMAA2. ISBN3-540-38894-X (print), 3-540-38896-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Hanssmann:2007:S

[Han07m] Heinz Hanßmann. Stratifications. Lecture Notes in Mathematics,1893:167–171, 2007. CODEN LNMAA2. ISBN 3-540-38894-X(print), 3-540-38896-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Harris:2000:CGB

[Har00] Simon C. Harris. Convergence of a ‘Gibbs–Boltzmann’ ran-dom measure for a typed branching diffusion. Lecture Notes inMathematics, 1729:239–256, 2000. CODEN LNMAA2. ISBN3-540-67314-8 (print), 3-540-46413-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Haran:2008:AIR

[Har08a] Shai M. J. Haran. Arithmetical Investigations: RepresentationTheory, Orthogonal Polynomials, and Quantum Interpolations,volume 1941 of Lecture Notes in Mathematics. Springer-Verlag,Berlin, Germany / Heidelberg, Germany / London, UK / etc.,2008. CODEN LNMAA2. ISBN 3-540-78378-4 (paperback), 3-540-78379-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). xii + 217 pp. LCCN QA3 .L28 no. 1941; QA3 .L281941; QA241 .H273 2008. URL http://link.springer.com/

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Haran:2008:BM

[Har08b] Shai M. J. Haran. Back matter. Lecture Notes in Mathematics,1941:199–222, 2008. CODEN LNMAA2. ISBN 3-540-78378-4(print), 3-540-78379-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Haran:2008:FM

[Har08c] Shai M. J. Haran. Front matter. Lecture Notes in Mathemat-ics, 1941:I–XII, 2008. CODEN LNMAA2. ISBN 3-540-78378-4(print), 3-540-78379-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Haran:2008:GBM

[Har08d] Shai M. J. Haran. Gamma and beta measures. Lecture Notesin Mathematics, 1941:19–31, 2008. CODEN LNMAA2. ISBN3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Haran:2008:HDT

[Har08e] Shai M. J. Haran. Higher dimensional theory. Lecture Notesin Mathematics, 1941:131–142, 2008. CODEN LNMAA2. ISBN3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Haran:2008:IMG

[Har08f] Shai M. J. Haran. Introduction: Motivations from geome-try. Lecture Notes in Mathematics, 1941:1–18, 2008. CO-DEN LNMAA2. ISBN 3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-78379-4_1.pdf.

Haran:2008:LS

[Har08g] Shai M. J. Haran. Ladder structure. Lecture Notes in Mathemat-ics, 1941:63–93, 2008. CODEN LNMAA2. ISBN 3-540-78378-4

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Haran:2008:MC

[Har08h] Shai M. J. Haran. Markov chains. Lecture Notes in Mathemat-ics, 1941:33–46, 2008. CODEN LNMAA2. ISBN 3-540-78378-4(print), 3-540-78379-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Haran:2008:AGM

[Har08i] Shai M. J. Haran. p-Adic Grassmann manifold. Lecture Notesin Mathematics, 1941:157–171, 2008. CODEN LNMAA2. ISBN3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Haran:2008:PBS

[Har08j] Shai M. J. Haran. Pure basis and semi-group. Lecture Notesin Mathematics, 1941:117–130, 2008. CODEN LNMAA2. ISBN3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Haran:2008:GM

[Har08k] Shai M. J. Haran. q-Grassmann manifold. Lecture Notes inMathematics, 1941:173–184, 2008. CODEN LNMAA2. ISBN3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Haran:2008:ILT

[Har08l] Shai M. J. Haran. q-interpolation of local Tate thesis. LectureNotes in Mathematics, 1941:95–115, 2008. CODEN LNMAA2.ISBN 3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Haran:2008:QGU

[Har08m] Shai M. J. Haran. Quantum group Uq(su(1, 1)) and the q-Hahn basis. Lecture Notes in Mathematics, 1941:185–197, 2008.

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Haran:2008:RBC

[Har08n] Shai M. J. Haran. Real beta chain and q-interpolation. LectureNotes in Mathematics, 1941:47–62, 2008. CODEN LNMAA2.ISBN 3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Har08o] Shai M. J. Haran. Real Grassmann manifold. Lecture Notesin Mathematics, 1941:143–156, 2008. CODEN LNMAA2. ISBN3-540-78378-4 (print), 3-540-78379-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Heath-Brown:2006:CRP

[HB06] D. R. Heath-Brown. Counting rational points on algebraicvarieties. Lecture Notes in Mathematics, 1891:51–95, 2006.CODEN LNMAA2. ISBN 3-540-36363-7 (print), 3-540-36364-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[HCG+00] J.-W. He, M. Chevalier, R. Glowinski, R. Metcalfe, A. Nordlan-der, and J. Periaux. Drag reduction by active control for flow pastcylinders. Lecture Notes in Mathematics, 1739:287–363, 2000.CODEN LNMAA2. ISBN 3-540-67782-8 (print), 3-540-44976-0(e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/BFb0103923/.

Helffer:2008:FLS

[Hel08] B. Helffer. Four lectures in semiclassical analysis for non self-adjoint problems with applications to hydrodynamic instabil-ity. Lecture Notes in Mathematics, 1949:35–77, 2008. CO-DEN LNMAA2. ISBN 3-540-68266-X (print), 3-540-68268-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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Henrard:2005:AIT

[Hen05] Jacques Henrard. The adiabatic invariant theory and appli-cations. Lecture Notes in Mathematics, 1861:77–141, 2005.CODEN LNMAA2. ISBN 3-540-24064-0 (print), 3-540-31541-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Herve:2001:GNE

[Her01] Loıc Herve. Generalization to the non-ergodic case. Lecture Notesin Mathematics, 1766:115–140, 2001. CODEN LNMAA2. ISBN3-540-42415-6 (print), 3-540-44623-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Her06a] Horst Herrlich. Axiom of Choice, volume 1876 of Lecture Notesin Mathematics. Springer-Verlag, Berlin, Germany / Heidel-berg, Germany / London, UK / etc., 2006. CODEN LNMAA2.ISBN 3-540-30989-6 (print), 3-540-34268-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). xiv + 194 pp. LCCNQA3 .L28 no. 1876. URL http://link.springer.com/book/10.


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[Her06b] Horst Herrlich. Beauty without choice. Lecture Notes in Math-ematics, 1876:143–157, 2006. CODEN LNMAA2. ISBN 3-540-30989-6 (print), 3-540-34268-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Her06c] Horst Herrlich. Choice principles. Lecture Notes in Mathemat-ics, 1876:9–20, 2006. CODEN LNMAA2. ISBN 3-540-30989-6(print), 3-540-34268-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Her06d] Horst Herrlich. Disasters either way. Lecture Notes in Mathemat-ics, 1876:137–141, 2006. CODEN LNMAA2. ISBN 3-540-30989-6(print), 3-540-34268-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Her06e] Horst Herrlich. Disasters with choice. Lecture Notes in Mathemat-ics, 1876:117–136, 2006. CODEN LNMAA2. ISBN 3-540-30989-6(print), 3-540-34268-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Her06f] Horst Herrlich. Disasters without choice. Lecture Notes inMathematics, 1876:43–116, 2006. CODEN LNMAA2. ISBN3-540-30989-6 (print), 3-540-34268-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Her06g] Horst Herrlich. Elementary observations. Lecture Notes in Mathe-matics, 1876:21–42, 2006. CODEN LNMAA2. ISBN 3-540-30989-6 (print), 3-540-34268-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Her06h] Horst Herrlich. Origins. Lecture Notes in Mathematics, 1876:1–8, 2006. CODEN LNMAA2. ISBN 3-540-30989-6 (print), 3-540-34268-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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Higson:2004:GAT

[HG04] Nigel Higson and Erik Guentner. Group C∗-algebras and K-theory. Lecture Notes in Mathematics, 1831:137–251, 2004.CODEN LNMAA2. ISBN 3-540-20357-5 (print), 3-540-39702-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/chapter/10.1007/978-3-

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[HH06a] Katharina Habermann and Lutz Habermann. An associated sec-ond order operator. Lecture Notes in Mathematics, 1887:67–79,2006. CODEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[HH06b] Katharina Habermann and Lutz Habermann. Back matter. Lec-ture Notes in Mathematics, 1887:115–124, 2006. CODEN LN-MAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[HH06c] Katharina Habermann and Lutz Habermann. Background onsymplectic spinors. Lecture Notes in Mathematics, 1887:1–19,2006. CODEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Habermann:2006:FTS

[HH06d] Katharina Habermann and Lutz Habermann. Fourier transformfor symplectic spinors. Lecture Notes in Mathematics, 1887:97–100, 2006. CODEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[HH06f] Katharina Habermann and Lutz Habermann. Introduction toSymplectic Dirac Operators, volume 1887 of Lecture Notes inMathematics. Springer-Verlag, Berlin, Germany / Heidelberg,Germany / London, UK / etc., 2006. CODEN LNMAA2. ISBN3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). 124 (est.) pp. LCCN QA3 .L28no. 1887. URL http://link.springer.com/book/10.1007/


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[HH06g] Katharina Habermann and Lutz Habermann. The Kahlercase. Lecture Notes in Mathematics, 1887:81–96, 2006. CO-DEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[HH06h] Katharina Habermann and Lutz Habermann. Lie derivativeand quantization. Lecture Notes in Mathematics, 1887:101–113,2006. CODEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Habermann:2006:SC

[HH06i] Katharina Habermann and Lutz Habermann. Symplectic con-nections. Lecture Notes in Mathematics, 1887:21–34, 2006.CODEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[HH06j] Katharina Habermann and Lutz Habermann. Symplectic Diracoperators. Lecture Notes in Mathematics, 1887:49–66, 2006.CODEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Habermann:2006:SSF

[HH06k] Katharina Habermann and Lutz Habermann. Symplectic spinorfields. Lecture Notes in Mathematics, 1887:35–48, 2006. CO-DEN LNMAA2. ISBN 3-540-33420-3 (print), 3-540-33421-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Hardy:2009:SAB

[HH09] Robert Hardy and Simon C. Harris. A spine approach tobranching diffusions with applications to Lp-convergence of mar-tingales. Lecture Notes in Mathematics, 1979:281–330, 2009.CODEN LNMAA2. ISBN 3-642-01762-2 (print), 3-642-01763-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Hip04] Christian Hipp. Stochastic control with application in insurance.Lecture Notes in Mathematics, 1856:127–164, 2004. CODENLNMAA2. ISBN 3-540-22953-1 (print), 3-540-44644-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Hirasaka:2002:EPC

[Hir02] Mitsugu Hirasaka. The enumeration of primitive commuta-tive association schemes with a non-symmetric relation of va-lency, at most 4. Lecture Notes in Mathematics, 1773:105–119, 2002. CODEN LNMAA2. ISBN 3-540-42851-8 (print), 3-540-45558-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Hir03] Katsuhiro Hirano. On the maximum of a diffusion process in arandom Levy environment. Lecture Notes in Mathematics, 1832:216–235, 2003. CODEN LNMAA2. ISBN 3-540-20520-9 (print),3-540-40004-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Hiai:2003:I

[HK03a] Fumio Hiai and Hideki Kosaki. 1. Introduction. Lecture Notesin Mathematics, 1820:1–6, 2003. CODEN LNMAA2. ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Hiai:2003:DIT

[HK03b] Fumio Hiai and Hideki Kosaki. 2. Double integral transforma-tions. Lecture Notes in Mathematics, 1820:7–32, 2003. CODENLNMAA2. ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Hiai:2003:MOT

[HK03c] Fumio Hiai and Hideki Kosaki. 3. Means of operators andtheir comparison. Lecture Notes in Mathematics, 1820:33–55,2003. CODEN LNMAA2. ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[HK03d] Fumio Hiai and Hideki Kosaki. 4. Convergence of means. Lec-ture Notes in Mathematics, 1820:57–63, 2003. CODEN LNMAA2.ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[HK03e] Fumio Hiai and Hideki Kosaki. 5. A-L-G interpolation meansMα. Lecture Notes in Mathematics, 1820:65–78, 2003. CODENLNMAA2. ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book).

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[HK03f] Fumio Hiai and Hideki Kosaki. 6. Heinz-type means Aα. LectureNotes in Mathematics, 1820:79–87, 2003. CODEN LNMAA2.ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[HK03g] Fumio Hiai and Hideki Kosaki. 7. Binomial means Bα. LectureNotes in Mathematics, 1820:89–104, 2003. CODEN LNMAA2.ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[HK03h] Fumio Hiai and Hideki Kosaki. 8. Certain alternating sumsof operators. Lecture Notes in Mathematics, 1820:105–121,2003. CODEN LNMAA2. ISBN 3-540-40680-8 (print), 3-540-45152-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[HK03i] Fumio Hiai and Hideki Kosaki. A appendices. Lecture Notesin Mathematics, 1820:123–139, 2003. CODEN LNMAA2. ISBN3-540-40680-8 (print), 3-540-45152-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Jon08b] Jakob Jonsson. Bipartite graphs. Lecture Notes in Mathematics,1928:189–204, 2008. CODEN LNMAA2. ISBN 3-540-75858-5(print), 3-540-75859-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Jon08f] Jakob Jonsson. Directed variants of forests and bipartitegraphs. Lecture Notes in Mathematics, 1928:205–215, 2008.CODEN LNMAA2. ISBN 3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Jon08h] Jakob Jonsson. Discrete Morse theory. Lecture Notes in Mathe-matics, 1928:51–66, 2008. CODEN LNMAA2. ISBN 3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Jon08j] Jakob Jonsson. Front matter. Lecture Notes in Mathematics,1928:i–xiv, 2008. CODEN LNMAA2. ISBN 3-540-75858-5 (print),3-540-75859-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Jon08l] Jakob Jonsson. Graphs of bounded degree. Lecture Notes inMathematics, 1928:151–168, 2008. CODEN LNMAA2. ISBN3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Jon08n] Jakob Jonsson. Main goals and proof techniques. Lecture Notesin Mathematics, 1928:119–124, 2008. CODEN LNMAA2. ISBN3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Jon08o] Jakob Jonsson. Matchings. Lecture Notes in Mathematics,1928:127–149, 2008. CODEN LNMAA2. ISBN 3-540-75858-5(print), 3-540-75859-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Jon08p] Jakob Jonsson. Miscellaneous results. Lecture Notes in Mathe-matics, 1928:87–95, 2008. CODEN LNMAA2. ISBN 3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Jon08q] Jakob Jonsson. Non-Hamiltonian graphs. Lecture Notes inMathematics, 1928:233–242, 2008. CODEN LNMAA2. ISBN3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Jon08r] Jakob Jonsson. Noncrossing graphs. Lecture Notes in Mathemat-ics, 1928:217–231, 2008. CODEN LNMAA2. ISBN 3-540-75858-5(print), 3-540-75859-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Jon08s] Jakob Jonsson. Not 2-connected graphs. Lecture Notes in Math-ematics, 1928:263–273, 2008. CODEN LNMAA2. ISBN 3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Jon08t] Jakob Jonsson. Not 3-connected graphs and beyond. LectureNotes in Mathematics, 1928:275–290, 2008. CODEN LNMAA2.ISBN 3-540-75858-5 (print), 3-540-75859-3 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[JQQ04d] Da-Quan Jiang, Min Qian, and Min-Ping Qian. 4. Measure-theoretic discussion on entropy production of diffusion processesand fluctuation-dissipation theorem. Lecture Notes in Mathemat-ics, 1833:93–120, 2004. CODEN LNMAA2. ISBN 3-540-20611-6(print), 3-540-40957-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[JQQ04h] Da-Quan Jiang, Min Qian, and Min-Ping Qian. 8. Lyapunovexponents of hyperbolic attractors. Lecture Notes in Mathematics,1833:189–214, 2004. CODEN LNMAA2. ISBN 3-540-20611-6(print), 3-540-40957-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Kar04b] Nikita A. Karpenko. Motives and Chow groups of quadrics withapplication to the u-invariant (after Oleg Izhboldin). LectureNotes in Mathematics, 1835:103–129, 2004. CODEN LNMAA2.ISBN 3-540-20728-7 (print), 3-540-40990-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Kho03] Davar Khoshnevisan. The codimension of the zeros of a stableprocess in random scenery. Lecture Notes in Mathematics, 1832:236–245, 2003. CODEN LNMAA2. ISBN 3-540-20520-9 (print),3-540-40004-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Kie02a] Hubert Kiechle. 1. Preliminaries. Lecture Notes in Mathemat-ics, 1778:7–22, 2002. CODEN LNMAA2. ISBN 3-540-43262-0

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[Kie02b] Hubert Kiechle. 10. Relativistic velocity addition. Lecture Notesin Mathematics, 1778:137–142, 2002. CODEN LNMAA2. ISBN3-540-43262-0 (print), 3-540-45817-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Kiechle:2002:LGL

[Kie02c] Hubert Kiechle. 11. K-loops from the general linear groupsover rings. Lecture Notes in Mathematics, 1778:143–150,2002. CODEN LNMAA2. ISBN 3-540-43262-0 (print), 3-540-45817-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Kie02d] Hubert Kiechle. 12. Derivations. Lecture Notes in Mathematics,1778:151–164, 2002. CODEN LNMAA2. ISBN 3-540-43262-0(print), 3-540-45817-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Kie02e] Hubert Kiechle. 2. Left loops and transversals. Lecture Notesin Mathematics, 1778:23–42, 2002. CODEN LNMAA2. ISBN3-540-43262-0 (print), 3-540-45817-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Kie02f] Hubert Kiechle. 3. The left inverse property and Kikkawa loops.Lecture Notes in Mathematics, 1778:43–52, 2002. CODEN LN-MAA2. ISBN 3-540-43262-0 (print), 3-540-45817-4 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Kie02h] Hubert Kiechle. 5. Nuclei and the autotopism group. LectureNotes in Mathematics, 1778:59–64, 2002. CODEN LNMAA2.ISBN 3-540-43262-0 (print), 3-540-45817-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Kie02i] Hubert Kiechle. 6. Bol loops and K-loops. Lecture Notes inMathematics, 1778:65–81, 2002. CODEN LNMAA2. ISBN 3-540-43262-0 (print), 3-540-45817-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Kie02j] Hubert Kiechle. 7. Frobenius groups with many involutions. Lec-ture Notes in Mathematics, 1778:83–102, 2002. CODEN LN-MAA2. ISBN 3-540-43262-0 (print), 3-540-45817-4 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Kie02k] Hubert Kiechle. 8. Loops with fibrations. Lecture Notes inMathematics, 1778:103–106, 2002. CODEN LNMAA2. ISBN3-540-43262-0 (print), 3-540-45817-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Kie02l] Hubert Kiechle. 9. K-loops from classical groups over or-dered fields. Lecture Notes in Mathematics, 1778:107–136,2002. CODEN LNMAA2. ISBN 3-540-43262-0 (print), 3-540-45817-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Letellier:2005:DLIa

[Let05c] Emmanuel Letellier. 3. Deligne–Lusztig induction. Lecture Notesin Mathematics, 1859:33–43, 2005. CODEN LNMAA2. ISBN3-540-24020-9 (print), 3-540-31561-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Let05d] Emmanuel Letellier. 4. Local systems and perverse sheaves. Lec-ture Notes in Mathematics, 1859:45–60, 2005. CODEN LNMAA2.ISBN 3-540-24020-9 (print), 3-540-31561-6 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Let05e] Emmanuel Letellier. 5. Geometrical induction. Lecture Notesin Mathematics, 1859:61–113, 2005. CODEN LNMAA2. ISBN3-540-24020-9 (print), 3-540-31561-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Let05f] Emmanuel Letellier. 6. Deligne–Lusztig induction and Fouriertransforms. Lecture Notes in Mathematics, 1859:115–149, 2005.CODEN LNMAA2. ISBN 3-540-24020-9 (print), 3-540-31561-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Let05g] Emmanuel Letellier. 7. Fourier transforms of the characteristicfunctions of the adjoint orbits. Lecture Notes in Mathematics,1859:151–158, 2005. CODEN LNMAA2. ISBN 3-540-24020-9(print), 3-540-31561-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Let05h] Emmanuel Letellier. Fourier Transforms of Invariant Functionson Finite Reductive Lie Algebras, volume 1859 of Lecture Notesin Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg,Germany / London, UK / etc., 2005. CODEN LNMAA2. ISBN3-540-24020-9 (print), 3-540-31561-6 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). xii + 165 pp. LCCN QA3 .L28no. 1859. URL http://link.springer.com/book/10.1007/


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[Let05i] Emmanuel Letellier. Index. Lecture Notes in Mathematics,1859:163–165, 2005. CODEN LNMAA2. ISBN 3-540-24020-9(print), 3-540-31561-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Leu03a] Christophe Leuridan. Filtration d’une Marche aleatoire station-naire sur le cercle. (French) []. Lecture Notes in Mathematics,1801:335–347, 2003. CODEN LNMAA2. ISBN 3-540-00072-0(print), 3-540-36107-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[LH09a] Joseph Lipman and Mitsuyasu Hashimoto. Abstract Grothendieckduality for schemes. Lecture Notes in Mathematics, 1960:159–252,2009. CODEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Lipman:2009:BMa

[LH09b] Joseph Lipman and Mitsuyasu Hashimoto. Back matter. Lec-ture Notes in Mathematics, 1960:253–259, 2009. CODEN LN-MAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[LH09c] Joseph Lipman and Mitsuyasu Hashimoto. Back matter. Lec-ture Notes in Mathematics, 1960:467–478, 2009. CODEN LN-MAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Lipman:2009:BNR

[LH09d] Joseph Lipman and Mitsuyasu Hashimoto. Bokstedt–Neeman res-olutions and HyperExt sheaves. Lecture Notes in Mathematics,1960:373–376, 2009. CODEN LNMAA2. ISBN 3-540-85419-3(print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[LH09e] Joseph Lipman and Mitsuyasu Hashimoto. Commutativityof diagrams constructed from a monoidal pair of pseudofunc-

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Lipman:2009:DTC

[LH09f] Joseph Lipman and Mitsuyasu Hashimoto. Derived and trian-gulated categories. Lecture Notes in Mathematics, 1960:11–42,2009. CODEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Lipman:2009:DCD

[LH09g] Joseph Lipman and Mitsuyasu Hashimoto. Derived categoriesand derived functors of sheaves on ringed sites. Lecture Notesin Mathematics, 1960:303–312, 2009. CODEN LNMAA2. ISBN3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Lipman:2009:DDI

[LH09h] Joseph Lipman and Mitsuyasu Hashimoto. Derived direct and in-verse image. Lecture Notes in Mathematics, 1960:83–158, 2009.CODEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Lipman:2009:DF

[LH09i] Joseph Lipman and Mitsuyasu Hashimoto. Derived func-tors. Lecture Notes in Mathematics, 1960:43–81, 2009. CO-DEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Lipman:2009:DFF

[LH09j] Joseph Lipman and Mitsuyasu Hashimoto. Derived functorsof functors on sheaves of modules over diagrams of schemes.Lecture Notes in Mathematics, 1960:343–349, 2009. CO-DEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-

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Lipman:2009:DT

[LH09k] Joseph Lipman and Mitsuyasu Hashimoto. Descent theory.Lecture Notes in Mathematics, 1960:355–361, 2009. CO-DEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Lipman:2009:FGD

[LH09l] Joseph Lipman and Mitsuyasu Hashimoto. Foundations ofGrothendieck Duality for Diagrams of Schemes, volume 1960of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Ger-many / Heidelberg, Germany / London, UK / etc., 2009. CO-DEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7(e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). x+ 478 pp. LCCN QA3 .L28 no. 1960. URL http://link.



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[LH09m] Joseph Lipman and Mitsuyasu Hashimoto. Front matter. LectureNotes in Mathematics, 1960:i–x, 2009. CODEN LNMAA2. ISBN3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[LH09n] Joseph Lipman and Mitsuyasu Hashimoto. Front matter. LectureNotes in Mathematics, 1960:1–3, 2009. CODEN LNMAA2. ISBN3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Lipman:2009:FMc

[LH09o] Joseph Lipman and Mitsuyasu Hashimoto. Front matter. Lec-ture Notes in Mathematics, 1960:253–257, 2009. CODEN LN-MAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/

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Lipman:2009:GS

[LH09p] Joseph Lipman and Mitsuyasu Hashimoto. Groupoid of schemes.Lecture Notes in Mathematics, 1960:367–371, 2009. CO-DEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[LH09q] Joseph Lipman and Mitsuyasu Hashimoto. Introduction. Lec-ture Notes in Mathematics, 1960:5–10, 2009. CODEN LNMAA2.ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Lipman:2009:LRI

[LH09s] Joseph Lipman and Mitsuyasu Hashimoto. The left and right in-ductions and the direct and inverse images. Lecture Notes inMathematics, 1960:319–321, 2009. CODEN LNMAA2. ISBN3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[LH09t] Joseph Lipman and Mitsuyasu Hashimoto. Local Noetherianproperty. Lecture Notes in Mathematics, 1960:363–365, 2009.CODEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[LH09u] Joseph Lipman and Mitsuyasu Hashimoto. Operations on sheavesvia the structure data. Lecture Notes in Mathematics, 1960:323–336, 2009. CODEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Lipman:2009:QCS

[LH09v] Joseph Lipman and Mitsuyasu Hashimoto. Quasi-coherentsheaves over a diagram of schemes. Lecture Notes in Mathemat-ics, 1960:337–342, 2009. CODEN LNMAA2. ISBN 3-540-85419-3(print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[LH09w] Joseph Lipman and Mitsuyasu Hashimoto. The right adjoint ofthe derived direct image functor. Lecture Notes in Mathematics,1960:377–383, 2009. CODEN LNMAA2. ISBN 3-540-85419-3(print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Lipman:2009:SRS

[LH09x] Joseph Lipman and Mitsuyasu Hashimoto. Sheaves on ringedsites. Lecture Notes in Mathematics, 1960:279–302, 2009. CO-DEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Lipman:2009:SDS

[LH09y] Joseph Lipman and Mitsuyasu Hashimoto. Sheaves over a dia-gram of S-schemes. Lecture Notes in Mathematics, 1960:313–317,2009. CODEN LNMAA2. ISBN 3-540-85419-3 (print), 3-540-85420-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[LH09z] Joseph Lipman and Mitsuyasu Hashimoto. Simplicial ob-jects. Lecture Notes in Mathematics, 1960:351–353, 2009. CO-

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[Li02b] Huishi Li. Chapter II: Grobner bases in associative algebras. Lec-ture Notes in Mathematics, 1795:33–65, 2002. CODEN LNMAA2.ISBN 3-540-44196-4 (print), 3-540-45765-8 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Li02c] Huishi Li. Chapter III: Grobner bases and basic algebraic–algorithmic structures. Lecture Notes in Mathematics, 1795:67–90, 2002. CODEN LNMAA2. ISBN 3-540-44196-4 (print), 3-540-45765-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Li02e] Huishi Li. Chapter V: GK-dimension of modules over quadricsolvable polynomial algebras and elimination of variables. LectureNotes in Mathematics, 1795:107–132, 2002. CODEN LNMAA2.ISBN 3-540-44196-4 (print), 3-540-45765-8 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Li02g] Huishi Li. Chapter VII: (∂)-Holonomic modules and functionsover quadric solvable polynomial algebras. Lecture Notes inMathematics, 1795:153–173, 2002. CODEN LNMAA2. ISBN3-540-44196-4 (print), 3-540-45765-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Li02h] Huishi Li. Chapter VIII: Regularity and K0-group of quadric solv-able polynomial algebras. Lecture Notes in Mathematics, 1795:175–186, 2002. CODEN LNMAA2. ISBN 3-540-44196-4 (print),3-540-45765-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Lom00a] Eric Lombardi. The 02+iω resonance. Lecture Notes in Mathemat-ics, 1741:186–325, 2000. CODEN LNMAA2. ISBN 3-540-67785-2(print), 3-540-44971-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Nesterenko:2001:AIAb

[NP01d] Yuri V. Nesterenko and Patrice Philippon. Algebraic indepen-dence in algebraic groups. Part II: Large transcendence degrees.Lecture Notes in Mathematics, 1752:213–225, 2001. CODENLNMAA2. ISBN 3-540-41496-7 (print), 3-540-44550-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Nesterenko:2001:CAI

[NP01e] Yuri V. Nesterenko and Patrice Philippon. Criteria for alge-braic independence. Lecture Notes in Mathematics, 1752:133–141, 2001. CODEN LNMAA2. ISBN 3-540-41496-7 (print), 3-540-44550-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Nesterenko:2001:DG

[NP01f] Yuri V. Nesterenko and Patrice Philippon. Diophantine geome-try. Lecture Notes in Mathematics, 1752:83–94, 2001. CODEN

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[NP01g] Yuri V. Nesterenko and Patrice Philippon. Elimination multiho-mogene. (French) [multihomogeneous elimination]. Lecture Notesin Mathematics, 1752:53–81, 2001. CODEN LNMAA2. ISBN3-540-41496-7 (print), 3-540-44550-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Nesterenko:2001:GDM

[NP01h] Yuri V. Nesterenko and Patrice Philippon. Geometrie dio-phantienne multiprojective. (French) [Multiprojective Diophan-tine geometry]. Lecture Notes in Mathematics, 1752:95–131,2001. CODEN LNMAA2. ISBN 3-540-41496-7 (print), 3-540-44550-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Nesterenko:2001:HNI

[NP01i] Yuri V. Nesterenko and Patrice Philippon. The Hilbert Nullstel-lensatz, inequalities for polynomials, and algebraic independence.Lecture Notes in Mathematics, 1752:239–248, 2001. CODENLNMAA2. ISBN 3-540-41496-7 (print), 3-540-44550-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


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Nesterenko:2001:MCO

[NP01k] Yuri V. Nesterenko and Patrice Philippon. Mahler’s conjectureand other transcendence results. Lecture Notes in Mathemat-

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Nesterenko:2001:MAI

[NP01l] Yuri V. Nesterenko and Patrice Philippon. Measures of algebraicindependence for Mahler functions. Lecture Notes in Mathemat-ics, 1752:187–197, 2001. CODEN LNMAA2. ISBN 3-540-41496-7(print), 3-540-44550-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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Nesterenko:2001:MES

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[Oli02a] Waldyr Muniz Oliva. 1. Differentiable manifolds. Lecture Notesin Mathematics, 1798:3–12, 2002. CODEN LNMAA2. ISBN 3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434

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[Oli02b] Waldyr Muniz Oliva. 2. Vector fields, differential formsand tensor fields. Lecture Notes in Mathematics, 1798:13–21,2002. CODEN LNMAA2. ISBN 3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Oli02c] Waldyr Muniz Oliva. 3. Pseudo-Riemannian manifolds. LectureNotes in Mathematics, 1798:23–53, 2002. CODEN LNMAA2.ISBN 3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Oli02d] Waldyr Muniz Oliva. 4. Newtonian mechanics. Lecture Notesin Mathematics, 1798:55–60, 2002. CODEN LNMAA2. ISBN3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Oli02e] Waldyr Muniz Oliva. 5. Mechanical systems on Rieman-nian manifolds. Lecture Notes in Mathematics, 1798:61–110,2002. CODEN LNMAA2. ISBN 3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Oli02f] Waldyr Muniz Oliva. 6. Mechanical systems with non-holonomicconstraints. Lecture Notes in Mathematics, 1798:111–126,2002. CODEN LNMAA2. ISBN 3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Oli02g] Waldyr Muniz Oliva. 7. Hyperbolicity and Anosov systems.Vakonomic mechanics. Lecture Notes in Mathematics, 1798:127–

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[Oli02h] Waldyr Muniz Oliva. 8. Special relativity. Lecture Notes inMathematics, 1798:145–163, 2002. CODEN LNMAA2. ISBN3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Oli02i] Waldyr Muniz Oliva. 9. General relativity. Lecture Notes inMathematics, 1798:165–181, 2002. CODEN LNMAA2. ISBN3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Oli02j] Waldyr Muniz Oliva. A. Hamiltonian and Lagrangian formalisms.Lecture Notes in Mathematics, 1798:183–193, 2002. CODEN LN-MAA2. ISBN 3-540-44242-1 (print), 3-540-45795-X (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Oli02k] Waldyr Muniz Oliva. B. Mobius transformations and theLorentz group. Lecture Notes in Mathematics, 1798:195–221,2002. CODEN LNMAA2. ISBN 3-540-44242-1 (print), 3-540-45795-X (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Oli02p] Waldyr Muniz Oliva. Introduction. Lecture Notes in Mathemat-ics, 1798:1–2, 2002. CODEN LNMAA2. ISBN 3-540-44242-1(print), 3-540-45795-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Oli02q] Waldyr Muniz Oliva. References. Lecture Notes in Mathematics,1798:259–261, 2002. CODEN LNMAA2. ISBN 3-540-44242-1(print), 3-540-45795-X (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-45795-4_15/.

Olshanski:2003:IHA

[Ols03] Grigori Olshanski. An introduction to harmonic analysis on theinfinite symmetric group. Lecture Notes in Mathematics, 1815:

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Olsson:2008:BM

[Ols08a] Martin C. Olsson. Back matter. Lecture Notes in Mathematics,1958:273–278, 2008. CODEN LNMAA2. ISBN 3-540-70518-X(print), 3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Olsson:2008:BPA

[Ols08b] Martin C. Olsson. A brief primer on algebraic stacks. LectureNotes in Mathematics, 1958:7–29, 2008. CODEN LNMAA2.ISBN 3-540-70518-X (print), 3-540-70519-8 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Olsson:2008:CMS

[Ols08c] Martin C. Olsson. Compactifying Moduli Spaces for Abelian Va-rieties, volume 1958 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany / London, UK /etc., 2008. CODEN LNMAA2. ISBN 3-540-70518-X (print),3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). viii + 278 pp. LCCN QA3 .L28 no. 1958. URL http:



Olsson:2008:FM

[Ols08d] Martin C. Olsson. Front matter. Lecture Notes in Mathemat-ics, 1958:I–VII, 2008. CODEN LNMAA2. ISBN 3-540-70518-X(print), 3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Olsson:2008:I

[Ols08e] Martin C. Olsson. Introduction. Lecture Notes in Mathemat-ics, 1958:1–5, 2008. CODEN LNMAA2. ISBN 3-540-70518-X(print), 3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-70519-2_1.pdf.

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[Ols08f] Martin C. Olsson. Level structure. Lecture Notes in Mathematics,1958:231–271, 2008. CODEN LNMAA2. ISBN 3-540-70518-X(print), 3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-70519-2_7.pdf.

Olsson:2008:MAV

[Ols08g] Martin C. Olsson. Moduli of Abelian varieties with higher de-gree polarizations. Lecture Notes in Mathematics, 1958:135–230,2008. CODEN LNMAA2. ISBN 3-540-70518-X (print), 3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-70519-2_6.pdf.

Olsson:2008:MBT

[Ols08h] Martin C. Olsson. Moduli of broken toric varieties. Lecture Notesin Mathematics, 1958:57–83, 2008. CODEN LNMAA2. ISBN3-540-70518-X (print), 3-540-70519-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Olsson:2008:MPP

[Ols08i] Martin C. Olsson. Moduli of principally polarized Abelianvarieties. Lecture Notes in Mathematics, 1958:85–134, 2008.CODEN LNMAA2. ISBN 3-540-70518-X (print), 3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-70519-2_5.pdf.

Olsson:2008:P

[Ols08j] Martin C. Olsson. Preliminaries. Lecture Notes in Mathemat-ics, 1958:31–55, 2008. CODEN LNMAA2. ISBN 3-540-70518-X(print), 3-540-70519-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Osipenko:2007:A

[Osi07a] Prof. George Osipenko. Attractors. Lecture Notes in Mathemat-ics, 1889:65–83, 2007. CODEN LNMAA2. ISBN 3-540-35593-6(print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Osi07b] Prof. George Osipenko. Back matter. Lecture Notes in Mathemat-ics, 1889:233–287, 2007. CODEN LNMAA2. ISBN 3-540-35593-6(print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Osipenko:2007:CRS

[Osi07c] Prof. George Osipenko. Chain recurrent set. Lecture Notes inMathematics, 1889:55–63, 2007. CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Osipenko:2007:C

[Osi07d] Prof. George Osipenko. Controllability. Lecture Notes in Math-ematics, 1889:175–179, 2007. CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Osipenko:2007:DSM

[Osi07e] Prof. George Osipenko. A dynamical system of mathemati-cal biology. Lecture Notes in Mathematics, 1889:219–232, 2007.CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-35595-3_17.pdf.

Osipenko:2007:DSG

[Osi07f] Prof. George Osipenko. Dynamical Systems, Graphs, and Algo-rithms, volume 1889 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany / London, UK /etc., 2007. CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). xii + 283 pp. LCCN QA3 .L28 no. 1889. URL http://



Osipenko:2007:E

[Osi07g] Prof. George Osipenko. Entropy. Lecture Notes in Mathematics,1889:107–121, 2007. CODEN LNMAA2. ISBN 3-540-35593-6

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Osipenko:2007:F

[Osi07h] Prof. George Osipenko. Filtration. Lecture Notes in Mathemat-ics, 1889:85–95, 2007. CODEN LNMAA2. ISBN 3-540-35593-6(print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Osipenko:2007:FM

[Osi07i] Prof. George Osipenko. Front matter. Lecture Notes in Mathemat-ics, 1889:I–XII, 2007. CODEN LNMAA2. ISBN 3-540-35593-6(print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Osipenko:2007:HSS

[Osi07j] Prof. George Osipenko. Hyperbolicity and structural stabil-ity. Lecture Notes in Mathematics, 1889:161–174, 2007. CO-DEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-35595-3_13.pdf.

Osipenko:2007:IMD

[Osi07k] Prof. George Osipenko. Ikeda mapping dynamics. Lecture Notesin Mathematics, 1889:197–218, 2007. CODEN LNMAA2. ISBN3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Osi07l] Prof. George Osipenko. Introduction. Lecture Notes in Mathe-matics, 1889:1–14, 2007. CODEN LNMAA2. ISBN 3-540-35593-6(print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Osipenko:2007:IM

[Osi07m] Prof. George Osipenko. Invariant manifolds. Lecture Notes inMathematics, 1889:181–195, 2007. CODEN LNMAA2. ISBN

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Osipenko:2007:IS

[Osi07n] Prof. George Osipenko. Invariant sets. Lecture Notes in Mathe-matics, 1889:43–54, 2007. CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-35595-3_5.pdf.

Osipenko:2007:MS

[Osi07o] Prof. George Osipenko. Morse spectrum. Lecture Notes inMathematics, 1889:137–160, 2007. CODEN LNMAA2. ISBN3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Osipenko:2007:NM

[Osi07p] Prof. George Osipenko. Newton’s method. Lecture Notes inMathematics, 1889:35–41, 2007. CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Osipenko:2007:PT

[Osi07q] Prof. George Osipenko. Periodic trajectories. Lecture Notesin Mathematics, 1889:27–33, 2007. CODEN LNMAA2. ISBN3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Osipenko:2007:PSL

[Osi07r] Prof. George Osipenko. Projective space and Lyapunov ex-ponents. Lecture Notes in Mathematics, 1889:123–136, 2007.CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-35595-3_11.pdf.

Osipenko:2007:SG

[Osi07s] Prof. George Osipenko. Structural graph. Lecture Notes inMathematics, 1889:97–105, 2007. CODEN LNMAA2. ISBN

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Osipenko:2007:SI

[Osi07t] Prof. George Osipenko. Symbolic image. Lecture Notes in Mathe-matics, 1889:15–25, 2007. CODEN LNMAA2. ISBN 3-540-35593-6 (print), 3-540-35595-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Pajot:2002:SGM

[Paj02a] Herve Pajot. 1. Some geometric measure theory. Lecture Notesin Mathematics, 1799:1–15, 2002. CODEN LNMAA2. ISBN3-540-00001-1 (print), 3-540-36074-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Pajot:2002:PJT

[Paj02b] Herve Pajot. 2. P. Jones’ traveling salesman theorem. LectureNotes in Mathematics, 1799:17–27, 2002. CODEN LNMAA2.ISBN 3-540-00001-1 (print), 3-540-36074-3 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pajot:2002:MC

[Paj02c] Herve Pajot. 3. Menger curvature. Lecture Notes in Mathemat-ics, 1799:29–54, 2002. CODEN LNMAA2. ISBN 3-540-00001-1(print), 3-540-36074-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-36074-2_3/.

Pajot:2002:CSI

[Paj02d] Herve Pajot. 4. The Cauchy singular integral operator onAhlfors regular sets. Lecture Notes in Mathematics, 1799:55–65, 2002. CODEN LNMAA2. ISBN 3-540-00001-1 (print), 3-540-36074-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Pajot:2002:ACP

[Paj02e] Herve Pajot. 5. Analytic capacity and the Painleve problem. Lec-ture Notes in Mathematics, 1799:67–79, 2002. CODEN LNMAA2.

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[Paj02f] Herve Pajot. 6. The Denjoy and Vitushkin conjectures. LectureNotes in Mathematics, 1799:81–103, 2002. CODEN LNMAA2.ISBN 3-540-00001-1 (print), 3-540-36074-3 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Paj02g] Herve Pajot. 7. The capacity γ+ and the Painleve problem. Lec-ture Notes in Mathematics, 1799:105–114, 2002. CODEN LN-MAA2. ISBN 3-540-00001-1 (print), 3-540-36074-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Paj02h] Herve Pajot. Analytic Capacity, Rectifiability, Menger Curvatureand the Cauchy Integral, volume 1799 of Lecture Notes in Math-ematics. Springer-Verlag, Berlin, Germany / Heidelberg, Ger-many / London, UK / etc., 2002. CODEN LNMAA2. ISBN 3-540-00001-1 (print), 3-540-36074-3 (e-book). ISSN 0075-8434 (print),1617-9692 (electronic). xii + 119 pp. LCCN QA3 .L28 no. 1799.URL http://link.springer.com/book/10.1007/b84244;


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[Paj02i] Herve Pajot. Bibliography. Lecture Notes in Mathematics, 1799:115–118, 2002. CODEN LNMAA2. ISBN 3-540-00001-1 (print),3-540-36074-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Paj02j] Herve Pajot. Index. Lecture Notes in Mathematics, 1799:119, 2002. CODEN LNMAA2. ISBN 3-540-00001-1 (print), 3-540-36074-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Pao00] G. Paouris. On the isotropic constant of non-symmetric con-vex bodies. Lecture Notes in Mathematics, 1745:239–243, 2000.CODEN LNMAA2. ISBN 3-540-41070-8 (print), 3-540-45392-X(e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/BFb0107217/.

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[Pao03] G. Paouris. Ψ2-estimates for linear functionals on zonoids. LectureNotes in Mathematics, 1807:211–222, 2003. CODEN LNMAA2.ISBN 3-540-00485-8 (print), 3-540-36428-5 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Pas04] L. Pastur. On the thermodynamic limit for disorderedspin systems. Lecture Notes in Mathematics, 1850:243–268,2004. CODEN LNMAA2. ISBN 3-540-22360-6 (print), 3-540-44489-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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Pate:2005:MAG

[Pat05] E. Pate. Mathematical analysis of the generation of force andmotion in contracting muscle. Lecture Notes in Mathematics,1867:133–153, 2005. CODEN LNMAA2. ISBN 3-540-25439-0(print), 3-540-31438-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Pautrat:2006:KIR

[Pau06] Yan Pautrat. Kernel and integral representations of operators oninfinite dimensional toy Fock spaces. Lecture Notes in Mathemat-ics, 1874:47–60, 2006. CODEN LNMAA2. ISBN 3-540-30994-2(print), 3-540-35513-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Pen04] Shige Peng. Nonlinear expectations, nonlinear evaluations andrisk measures. Lecture Notes in Mathematics, 1856:165–253,

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Peskir:2007:CVF

[Pes07] Goran Peskir. A change-of-variable formula with local timeon surfaces. Lecture Notes in Mathematics, 1899:70–96, 2007.CODEN LNMAA2. ISBN 3-540-71188-0 (print), 3-540-71189-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Petkovic:2008:BM

[Pet08a] Miodrag Petkovic. Back matter. Lecture Notes in Mathematics,1933:197–210, 2008. CODEN LNMAA2. ISBN 3-540-77850-0(print), 3-540-77851-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Petkovic:2008:BC

[Pet08b] Miodrag Petkovic. Basic concepts. Lecture Notes in Mathemat-ics, 1933:1–34, 2008. CODEN LNMAA2. ISBN 3-540-77850-0(print), 3-540-77851-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Petkovic:2008:FSMa

[Pet08c] Miodrag Petkovic. Families of simultaneous methods of higherorder: Part I. Lecture Notes in Mathematics, 1933:129–160,2008. CODEN LNMAA2. ISBN 3-540-77850-0 (print), 3-540-77851-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-77851-6_4.pdf.

Petkovic:2008:FSMb

[Pet08d] Miodrag Petkovic. Families of simultaneous methods of higherorder: Part II. Lecture Notes in Mathematics, 1933:161–195,2008. CODEN LNMAA2. ISBN 3-540-77850-0 (print), 3-540-77851-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Pet08e] Miodrag Petkovic. Front matter. Lecture Notes in Mathemat-ics, 1933:i–xii, 2008. CODEN LNMAA2. ISBN 3-540-77850-0(print), 3-540-77851-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Petkovic:2008:IPP

[Pet08f] Miodrag Petkovic. Iterative processes and point estimation the-ory. Lecture Notes in Mathematics, 1933:35–66, 2008. CO-DEN LNMAA2. ISBN 3-540-77850-0 (print), 3-540-77851-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-77851-6_2.pdf.

Petkovic:2008:PER

[Pet08g] Miodrag Petkovic. Point Estimation of Root Finding Methods,volume 1933 of Lecture Notes in Mathematics. Springer-Verlag,Berlin, Germany / Heidelberg, Germany / London, UK / etc.,2008. CODEN LNMAA2. ISBN 3-540-77851-9. ISSN 0075-8434(print), 1617-9692 (electronic). xii + 210 pp. LCCN QA3 .L28 no.1933; QA276.8 .P474 2008. URL http://link.springer.com/




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Petkovic:2008:PES

[Pet08h] Miodrag Petkovic. Point estimation of simultaneous meth-ods. Lecture Notes in Mathematics, 1933:67–127, 2008. CO-DEN LNMAA2. ISBN 3-540-77850-0 (print), 3-540-77851-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-77851-6_3.pdf.

Pflaum:2001:AGS

[Pfl01a] Markus J. Pflaum. Analytic and Geometric Study of StratifiedSpaces, volume 1768 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany / London, UK /etc., 2001. CODEN LNMAA2. ISBN 3-540-42626-4 (print), 3-540-45436-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). viii + 230 pp. LCCN QA3 .L28 no. 1768. URL http://

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Pflaum:2001:CT

[Pfl01b] Markus J. Pflaum. Control theory. Lecture Notes in Mathemat-ics, 1768:91–149, 2001. CODEN LNMAA2. ISBN 3-540-42626-4(print), 3-540-45436-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/3-540-45436-5_5/.

Pflaum:2001:RC

[Pfl01c] Markus J. Pflaum. De Rham cohomology. Lecture Notes inMathematics, 1768:169–181, 2001. CODEN LNMAA2. ISBN3-540-42626-4 (print), 3-540-45436-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/3-540-45436-5_7/.

Pflaum:2001:DGO

[Pfl01d] Markus J. Pflaum. Differential geometric objects on singularspaces. Lecture Notes in Mathematics, 1768:63–90, 2001. CODENLNMAA2. ISBN 3-540-42626-4 (print), 3-540-45436-5 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Pflaum:2001:HAS

[Pfl01e] Markus J. Pflaum. Homology of algebras of smooth functions.Lecture Notes in Mathematics, 1768:183–199, 2001. CODENLNMAA2. ISBN 3-540-42626-4 (print), 3-540-45436-5 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Pflaum:2001:I

[Pfl01f] Markus J. Pflaum. Introduction. Lecture Notes in Mathematics,1768:1–9, 2001. CODEN LNMAA2. ISBN 3-540-42626-4 (print),3-540-45436-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-45436-5_1/.

Pflaum:2001:N

[Pfl01g] Markus J. Pflaum. Notation. Lecture Notes in Mathematics, 1768:11–14, 2001. CODEN LNMAA2. ISBN 3-540-42626-4 (print),

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Pflaum:2001:OS

[Pfl01h] Markus J. Pflaum. Orbit spaces. Lecture Notes in Mathematics,1768:151–168, 2001. CODEN LNMAA2. ISBN 3-540-42626-4(print), 3-540-45436-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/3-540-45436-5_6/.

Pflaum:2001:SSF

[Pfl01i] Markus J. Pflaum. Stratified spaces and functional structures.Lecture Notes in Mathematics, 1768:15–62, 2001. CODEN LN-MAA2. ISBN 3-540-42626-4 (print), 3-540-45436-5 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phan:2001:MAA

[Pha01] Anthony Phan. Martingales d’azema asymetriques. descriptionElementaire et unicite. (French) []. Lecture Notes in Mathemat-ics, 1755:48–86, 2001. CODEN LNMAA2. ISBN 3-540-41659-5(print), 3-540-44671-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-44671-2_3/.

Pham:2007:BM

[Pha07a] Huyen Pham. Back matter. Lecture Notes in Mathematics, 1919:245–249, 2007. CODEN LNMAA2. ISBN 3-540-73326-4 (print),3-540-73327-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bbm:

978-3-540-73327-0/1.pdf.

Pham:2007:FM

[Pha07b] Huyen Pham. Front matter. Lecture Notes in Mathematics, 1899:201, 2007. CODEN LNMAA2. ISBN 3-540-71188-0 (print), 3-540-71189-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

978-3-540-71189-6/3/1.pdf.

Pham:2007:SFP

[Pha07c] Huyen Pham. On the smooth-fit property for one-dimensionaloptimal switching problem. Lecture Notes in Mathematics, 1899:

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187–199, 2007. CODEN LNMAA2. ISBN 3-540-71188-0 (print),3-540-71189-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

1007/978-3-540-71189-6_8.pdf.

Pham:2007:SAM

[Pha07d] Huyen Pham. Some applications and methods of large devia-tions in finance and insurance. Lecture Notes in Mathematics,1919:191–244, 2007. CODEN LNMAA2. ISBN 3-540-73326-4(print), 3-540-73327-2 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/978-3-540-73327-0_5.pdf.

Phelps:2001:AT

[Phe01a] Robert R. Phelps. Additional topics. Lecture Notes in Mathemat-ics, 1757:101–113, 2001. CODEN LNMAA2. ISBN 3-540-41834-2(print), 3-540-48719-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/3-540-48719-0_16/.

Phelps:2001:AKM

[Phe01b] Robert R. Phelps. Application of the Krein–Milman theorem tocompletely monotonic functions. Lecture Notes in Mathematics,1757:9–12, 2001. CODEN LNMAA2. ISBN 3-540-41834-2 (print),3-540-48719-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-48719-0_2/.

Phelps:2001:AIE

[Phe01c] Robert R. Phelps. Application to invariant and ergodic mea-sures. Lecture Notes in Mathematics, 1757:73–78, 2001. CODENLNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:ACB

[Phe01d] Robert R. Phelps. Applications of the Choquet boundary to resol-vents. Lecture Notes in Mathematics, 1757:35–38, 2001. CODENLNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


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Phelps:2001:ARH

[Phe01e] Robert R. Phelps. Applications to Rainwater’s and Haydon’s the-orems. Lecture Notes in Mathematics, 1757:25–26, 2001. CODENLNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:CBL

[Phe01f] Robert R. Phelps. The Choquet–Bishop–de Leeuw existence the-orem. Lecture Notes in Mathematics, 1757:17–23, 2001. CODENLNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:CBA

[Phe01g] Robert R. Phelps. The Choquet boundary and approximationtheory. Lecture Notes in Mathematics, 1757:47–49, 2001. CODENLNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:CBU

[Phe01h] Robert R. Phelps. The Choquet boundary for uniform alge-bras. Lecture Notes in Mathematics, 1757:39–45, 2001. CODENLNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:CTM

[Phe01i] Robert R. Phelps. Choquet’s theorem: The metrizable case.Lecture Notes in Mathematics, 1757:13–16, 2001. CODEN LN-MAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:DME

[Phe01j] Robert R. Phelps. A different method for extending the rep-resentation theorems. Lecture Notes in Mathematics, 1757:88–91, 2001. CODEN LNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-48719-0_14/.

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Phelps:2001:IKM

[Phe01k] Robert R. Phelps. Introduction. the Krein–Milman theorem as anintegral representation theorem. Lecture Notes in Mathematics,1757:1–8, 2001. CODEN LNMAA2. ISBN 3-540-41834-2 (print),3-540-48719-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-48719-0_1/.

Phelps:2001:LCT

[Phe01l] Robert R. Phelps. Lectures on Choquet’s Theorem, volume1757 of Lecture Notes in Mathematics. Springer-Verlag, Berlin,Germany / Heidelberg, Germany / London, UK / etc., 2001.CODEN LNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).viii + 124 pp. LCCN QA3 .L28 no. 1757. URL http:/



Phelps:2001:MER

[Phe01m] Robert R. Phelps. A method for extending the representa-tion theorems: Caps. Lecture Notes in Mathematics, 1757:79–87, 2001. CODEN LNMAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

3-540-48719-0_13/.

Phelps:2001:NSC

[Phe01n] Robert R. Phelps. A new setting: The Choquet boundary. Lec-ture Notes in Mathematics, 1757:27–33, 2001. CODEN LN-MAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:ODM

[Phe01o] Robert R. Phelps. Orderings and dilations of measures. Lec-ture Notes in Mathematics, 1757:93–99, 2001. CODEN LN-MAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Phelps:2001:PRM

[Phe01p] Robert R. Phelps. Properties of the resultant map. Lecture Notesin Mathematics, 1757:65–71, 2001. CODEN LNMAA2. ISBN

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Phelps:2001:URM

[Phe01q] Robert R. Phelps. Uniqueness of representing measures. Lec-ture Notes in Mathematics, 1757:51–63, 2001. CODEN LN-MAA2. ISBN 3-540-41834-2 (print), 3-540-48719-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://


Picard:2005:LPT

[Pic05] Jean Picard, editor. Lectures on Probability Theory and Statis-tics: Ecole d’Ete de Probabilites de Saint-Flour XXXIII —2003, volume 1869 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany / London,UK / etc., 2005. CODEN LNMAA2. ISBN 3-540-26069-2(print), 3-540-31537-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). LCCN QA3 .L28 no. 1869. URL http://



Pilgrim:2003:I

[Pil03a] Kevin M. Pilgrim. 1. Introduction. Lecture Notes in Mathemat-ics, 1827:1–35, 2003. CODEN LNMAA2. ISBN 3-540-20173-4(print), 3-540-39936-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-39936-0_1/.

Pilgrim:2003:CDT

[Pil03b] Kevin M. Pilgrim. 10. Canonical decomposition theorem. LectureNotes in Mathematics, 1827:105–109, 2003. CODEN LNMAA2.ISBN 3-540-20173-4 (print), 3-540-39936-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pilgrim:2003:P

[Pil03c] Kevin M. Pilgrim. 2. Preliminaries. Lecture Notes in Mathemat-ics, 1827:37–48, 2003. CODEN LNMAA2. ISBN 3-540-20173-4(print), 3-540-39936-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-39936-0_2/.

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Pilgrim:2003:C

[Pil03d] Kevin M. Pilgrim. 3. Combinations. Lecture Notes in Mathemat-ics, 1827:49–57, 2003. CODEN LNMAA2. ISBN 3-540-20173-4(print), 3-540-39936-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-39936-0_3/.

Pilgrim:2003:UC

[Pil03e] Kevin M. Pilgrim. 4. Uniqueness of combinations. Lecture Notesin Mathematics, 1827:59–68, 2003. CODEN LNMAA2. ISBN3-540-20173-4 (print), 3-540-39936-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-39936-0_4/.

Pilgrim:2003:D

[Pil03f] Kevin M. Pilgrim. 5. Decomposition. Lecture Notes in Mathemat-ics, 1827:69–77, 2003. CODEN LNMAA2. ISBN 3-540-20173-4(print), 3-540-39936-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-39936-0_5/.

Pilgrim:2003:UD

[Pil03g] Kevin M. Pilgrim. 6. Uniqueness of decompositions. Lecture Notesin Mathematics, 1827:79–81, 2003. CODEN LNMAA2. ISBN3-540-20173-4 (print), 3-540-39936-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-39936-0_6/.

Pilgrim:2003:CCA

[Pil03h] Kevin M. Pilgrim. 7. Counting classes of annulus maps. LectureNotes in Mathematics, 1827:83–88, 2003. CODEN LNMAA2.ISBN 3-540-20173-4 (print), 3-540-39936-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pilgrim:2003:AMC

[Pil03i] Kevin M. Pilgrim. 8. Applications to mapping class groups. Lec-ture Notes in Mathematics, 1827:89–94, 2003. CODEN LNMAA2.ISBN 3-540-20173-4 (print), 3-540-39936-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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Pilgrim:2003:E

[Pil03j] Kevin M. Pilgrim. 9. Examples. Lecture Notes in Mathemat-ics, 1827:95–103, 2003. CODEN LNMAA2. ISBN 3-540-20173-4(print), 3-540-39936-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-39936-0_9/.

Pilgrim:2003:CCD

[Pil03k] Kevin M. Pilgrim. Combinations of Complex Dynamical Sys-tems, volume 1827 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, Germany / Heidelberg, Germany / London, UK /etc., 2003. CODEN LNMAA2. ISBN 3-540-20173-4 (print), 3-540-39936-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). x + 118 pp. LCCN QA3 .L28 no. 1827. URL http:/



Pilgrim:2003:R

[Pil03l] Kevin M. Pilgrim. References. Lecture Notes in Mathematics,1827:111–116, 2003. CODEN LNMAA2. ISBN 3-540-20173-4(print), 3-540-39936-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

10.1007/978-3-540-39936-0_11/.

Pillet:2006:QDS

[Pil06] Claude-Alain Pillet. Quantum dynamical systems. Lecture Notesin Mathematics, 1880:107–182, 2006. CODEN LNMAA2. ISBN3-540-30991-8 (print), 3-540-33922-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Pironneau:2000:OSD

[Pir00] Olivier Pironneau. Optimal shape design by local boundary vari-ations. Lecture Notes in Mathematics, 1740:343–384, 2000. CO-DEN LNMAA2. ISBN 3-540-67971-5 (print), 3-540-44486-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/BFb0106744/.

Pisier:2001:IDC

[Pis01a] Gilles Pisier. 0. Introduction. Description of contents. LectureNotes in Mathematics, 1618:1–13, 2001. CODEN LNMAA2.ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN

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Pisier:2001:NIA

[Pis01b] Gilles Pisier. 1. Von Neumann’s inequality and Ando’s generaliza-tion. Lecture Notes in Mathematics, 1618:14–30, 2001. CODENLNMAA2. ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Pisier:2001:KSP

[Pis01c] Gilles Pisier. 10. The Kadison similarity problem. Lecture Notesin Mathematics, 1618:168–181, 2001. CODEN LNMAA2. ISBN3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-44563-0_11/.

Pisier:2001:NUU

[Pis01d] Gilles Pisier. 2. Non-unitarizable uniformly bounded grouprepresentations. Lecture Notes in Mathematics, 1618:31–57,2001. CODEN LNMAA2. ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-44563-0_3/.

Pisier:2001:CBMa

[Pis01e] Gilles Pisier. 3. Completely bounded maps. Lecture Notes inMathematics, 1618:58–74, 2001. CODEN LNMAA2. ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-44563-0_4/.

Pisier:2001:CBH

[Pis01f] Gilles Pisier. 4. Completely bounded homomorphisms and deriva-tions. Lecture Notes in Mathematics, 1618:75–98, 2001. CODENLNMAA2. ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Pisier:2001:SMG

[Pis01g] Gilles Pisier. 5. Schur multipliers and Grothendieck’s inequal-ity. Lecture Notes in Mathematics, 1618:99–113, 2001. CODEN

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Pisier:2001:HSM

[Pis01h] Gilles Pisier. 6. Hankelian Schur multipliers. Herz–Schur multipli-ers. Lecture Notes in Mathematics, 1618:114–123, 2001. CODENLNMAA2. ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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Pisier:2001:SPCa

[Pis01i] Gilles Pisier. 7. The similarity problem for cyclic homomor-phisms on a C∗-algebra. Lecture Notes in Mathematics, 1618:124–141, 2001. CODEN LNMAA2. ISBN 3-540-41524-6 (print),3-540-44563-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-44563-0_8/.

Pisier:2001:CBMb

[Pis01j] Gilles Pisier. 8. Completely bounded maps in the Banachspace setting. Lecture Notes in Mathematics, 1618:142–151,2001. CODEN LNMAA2. ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-44563-0_9/.

Pisier:2001:SNH

[Pis01k] Gilles Pisier. 9. The Sz.-Nagy–Halmos similarity problem. LectureNotes in Mathematics, 1618:152–167, 2001. CODEN LNMAA2.ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pisier:2001:R

[Pis01l] Gilles Pisier. References. Lecture Notes in Mathematics, 1618:182–193, 2001. CODEN LNMAA2. ISBN 3-540-41524-6 (print),3-540-44563-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

978-3-540-44563-0_12/.

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Pisier:2001:SPCb

[Pis01m] Gilles Pisier. Similarity Problems and Completely Bounded Maps,volume 1618 of Lecture Notes in Mathematics. Springer-Verlag,Berlin, Germany / Heidelberg, Germany / London, UK / etc.,second expanded edition, 2001. CODEN LNMAA2. ISBN 3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN 0075-8434 (print),1617-9692 (electronic). viii + 198 pp. LCCN QA3 .L28 no. 1618.URL http://link.springer.com/book/10.1007/b55674;


Pisier:2001:SNI

[Pis01n] Gilles Pisier. Subject and notation index. Lecture Notes inMathematics, 1618:194–196, 2001. CODEN LNMAA2. ISBN3-540-41524-6 (print), 3-540-44563-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

com/chapter/10.1007/978-3-540-44563-0_13/.

Pisier:2004:RPA

[Pis04] G. Pisier. On Read’s proof that B(`1) is not amenable. LectureNotes in Mathematics, 1850:269–275, 2004. CODEN LNMAA2.ISBN 3-540-22360-6 (print), 3-540-44489-0 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pistorius:2005:PTR

[Pis05] Martijn R. Pistorius. A potential-theoretical review of some exitproblems of spectrally negative Levy processes. Lecture Notesin Mathematics, 1857:30–41, 2005. CODEN LNMAA2. ISBN3-540-23973-1 (print), 3-540-31449-0 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Pistorius:2007:ETA

[Pis07] Martijn R. Pistorius. An excursion-theoretical approach to someboundary crossing problems and the Skorokhod embedding for re-flected Levy processes. Lecture Notes in Mathematics, 1899:287–307, 2007. CODEN LNMAA2. ISBN 3-540-71188-0 (print), 3-540-71189-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Pitman:2006:BPC

[Pit06a] Jim Pitman. Bell polynomials, composite structures andGibbs partitions. Lecture Notes in Mathematics, 1875:13–35,2006. CODEN LNMAA2. ISBN 3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

1007/3-540-34266-4_2.pdf.

Pitman:2006:BBA

[Pit06b] Jim Pitman. Brownian bridge asymptotics for random mappings.Lecture Notes in Mathematics, 1875:193–206, 2006. CODEN LN-MAA2. ISBN 3-540-30990-X (print), 3-540-34266-4 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/

/link.springer.com/content/pdf/10.1007/3-540-34266-4_

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Pitman:2006:BF

[Pit06c] Jim Pitman. The Brownian forest. Lecture Notes in Mathematics,1875:143–175, 2006. CODEN LNMAA2. ISBN 3-540-30990-X(print), 3-540-34266-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

pdf/10.1007/3-540-34266-4_8.pdf.

Pitman:2006:BLT

[Pit06d] Jim Pitman. Brownian local times, branching and Bessel pro-cesses. Lecture Notes in Mathematics, 1875:177–191, 2006.CODEN LNMAA2. ISBN 3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

1007/3-540-34266-4_9.pdf.

Pitman:2006:CFP

[Pit06e] Jim Pitman. Coagulation and fragmentation processes. LectureNotes in Mathematics, 1875:97–120, 2006. CODEN LNMAA2.ISBN 3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pitman:2006:ERP

[Pit06f] Jim Pitman. Exchangeable random partitions. Lecture Notesin Mathematics, 1875:37–53, 2006. CODEN LNMAA2. ISBN3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN 0075-8434

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Pitman:2006:PCR

[Pit06g] Jim Pitman. Poisson constructions of random partitions. LectureNotes in Mathematics, 1875:77–95, 2006. CODEN LNMAA2.ISBN 3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pitman:2006:P

[Pit06h] Jim Pitman. Preliminaries. Lecture Notes in Mathematics, 1875:1–11, 2006. CODEN LNMAA2. ISBN 3-540-30990-X (print),3-540-34266-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

1007/3-540-34266-4_1.pdf.

Pitman:2006:RFA

[Pit06i] Jim Pitman. Random forests and the additive coalescent. LectureNotes in Mathematics, 1875:207–221, 2006. CODEN LNMAA2.ISBN 3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pitman:2006:RWR

[Pit06j] Jim Pitman. Random walks and random forests. Lecture Notesin Mathematics, 1875:121–141, 2006. CODEN LNMAA2. ISBN3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


Pitman:2006:SCR

[Pit06k] Jim Pitman. Sequential constructions of random partitions. Lec-ture Notes in Mathematics, 1875:55–75, 2006. CODEN LNMAA2.ISBN 3-540-30990-X (print), 3-540-34266-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


Pivovarov:2007:RCB

[Piv07] P. Pivovarov. Random convex bodies lacking symmetric projec-tions, revisited through decoupling. Lecture Notes in Mathemat-ics, 1910:255–263, 2007. CODEN LNMAA2. ISBN 3-540-72052-9

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Pastur:2003:MAS

[PL03] Leonid Pastur and Antonie Lejay. Matrices aleatoires: Statis-tique asymptotique des valeurs propres. (French) []. Lecture Notesin Mathematics, 1801:135–164, 2003. CODEN LNMAA2. ISBN3-540-00072-0 (print), 3-540-36107-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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Pitman:2006:CSP

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[Sch07k] Thomas Schuster. Conclusion and perspectives. Lecture Notesin Mathematics, 1906:105–106, 2007. CODEN LNMAA2. ISBN3-540-71226-7 (print), 3-540-71227-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Sch07l] Thomas Schuster. Conclusion and perspectives. Lecture Notesin Mathematics, 1906:145, 2007. CODEN LNMAA2. ISBN 3-540-71226-7 (print), 3-540-71227-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Sch07m] Thomas Schuster. Conclusion and perspectives. Lecture Notesin Mathematics, 1906:187, 2007. CODEN LNMAA2. ISBN 3-540-71226-7 (print), 3-540-71227-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Sch07n] Thomas Schuster. Convergence and stability. Lecture Notesin Mathematics, 1906:81–87, 2007. CODEN LNMAA2. ISBN3-540-71226-7 (print), 3-540-71227-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Sch07p] Thomas Schuster. A filtered backprojection algorithm. LectureNotes in Mathematics, 1906:165–179, 2007. CODEN LNMAA2.ISBN 3-540-71226-7 (print), 3-540-71227-5 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Sch07r] Thomas Schuster. Front matter. Lecture Notes in Mathematics,1906:1–4, 2007. CODEN LNMAA2. ISBN 3-540-71226-7 (print),3-540-71227-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Sch07y] Thomas Schuster. A semi-discrete setup for Doppler tomogra-phy. Lecture Notes in Mathematics, 1906:55–61, 2007. CO-DEN LNMAA2. ISBN 3-540-71226-7 (print), 3-540-71227-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Sib04a] Karl Friedrich Siburg. 1. Aubry–Mather theory. Lecture Notesin Mathematics, 1844:1–13, 2004. CODEN LNMAA2. ISBN3-540-21944-7 (print), 3-540-40985-8 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Sim08a] Stephen Simons. Back matter. Lecture Notes in Mathematics,1693:233–248, 2008. CODEN LNMAA2. ISBN 1-4020-6918-9(print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Sim08f] Stephen Simons. The Hahn–Banach–Lagrange theorem and someconsequences. Lecture Notes in Mathematics, 1693:15–39, 2008.CODEN LNMAA2. ISBN 1-4020-6918-9 (print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Sim08h] Stephen Simons. Monotone multifunctions on general Banachspaces. Lecture Notes in Mathematics, 1693:107–115, 2008.CODEN LNMAA2. ISBN 1-4020-6918-9 (print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Sim08i] Stephen Simons. Monotone multifunctions on reflexive Banachspaces. Lecture Notes in Mathematics, 1693:117–138, 2008.CODEN LNMAA2. ISBN 1-4020-6918-9 (print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Sim08j] Stephen Simons. Multifunctions, SSD spaces, monotonicity andFitzpatrick functions. Lecture Notes in Mathematics, 1693:71–105, 2008. CODEN LNMAA2. ISBN 1-4020-6918-9 (print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.

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[Sim08k] Stephen Simons. Open problems. Lecture Notes in Mathematics,1693:203–204, 2008. CODEN LNMAA2. ISBN 1-4020-6918-9(print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Sim08l] Stephen Simons. A selection of results. Lecture Notes in Math-ematics, 1693:207–231, 2008. CODEN LNMAA2. ISBN 1-4020-6918-9 (print), 1-4020-6919-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Sim08m] Stephen Simons. Special maximally monotone multifunctions.Lecture Notes in Mathematics, 1693:139–195, 2008. CO-DEN LNMAA2. ISBN 1-4020-6918-9 (print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Sim08n] Stephen Simons. The sum problem for general Banach spaces.Lecture Notes in Mathematics, 1693:197–201, 2008. CO-DEN LNMAA2. ISBN 1-4020-6918-9 (print), 1-4020-6919-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Sin08b] Yakov G. Sinai. Mathematical results related to the Navier–Stokes system. Lecture Notes in Mathematics, 1942:151–164,2008. CODEN LNMAA2. ISBN 3-540-78492-6 (print), 3-540-78493-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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[Ste03k] Jan Stevens. 11. The projection method. Lecture Notes in Mathe-matics, 1811:79–92, 2003. CODEN LNMAA2. ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Ste03l] Jan Stevens. 12. Formats. Lecture Notes in Mathematics, 1811:93–104, 2003. CODEN LNMAA2. ISBN 3-540-00560-9 (print),3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Ste03m] Jan Stevens. 13. Smoothing components of curves. Lecture Notesin Mathematics, 1811:105–111, 2003. CODEN LNMAA2. ISBN3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Ste03n] Jan Stevens. 14. Kollar’s conjectures. Lecture Notes in Mathemat-ics, 1811:113–124, 2003. CODEN LNMAA2. ISBN 3-540-00560-9(print), 3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Ste03o] Jan Stevens. 15. Cones over curves. Lecture Notes in Mathemat-ics, 1811:125–136, 2003. CODEN LNMAA2. ISBN 3-540-00560-9(print), 3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Ste03p] Jan Stevens. 16. The versal deformation of hyperelliptic cones.Lecture Notes in Mathematics, 1811:137–146, 2003. CODENLNMAA2. ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Ste03q] Jan Stevens. 2. Standard bases. Lecture Notes in Mathemat-ics, 1811:15–22, 2003. CODEN LNMAA2. ISBN 3-540-00560-9(print), 3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Ste03r] Jan Stevens. 3. Infinitesimal deformations. Lecture Notes inMathematics, 1811:23–31, 2003. CODEN LNMAA2. ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Ste03s] Jan Stevens. 4. Example: the fat point of multiplicity four. Lec-ture Notes in Mathematics, 1811:33–38, 2003. CODEN LNMAA2.ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Ste03t] Jan Stevens. 5. Deformations of algebras. Lecture Notes in Mathe-matics, 1811:39–44, 2003. CODEN LNMAA2. ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Ste03u] Jan Stevens. 6. Formal deformation theory. Lecture Notes inMathematics, 1811:45–53, 2003. CODEN LNMAA2. ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Ste03v] Jan Stevens. 7. Deformations of compact manifolds. Lecture Notesin Mathematics, 1811:55–61, 2003. CODEN LNMAA2. ISBN3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Ste03w] Jan Stevens. 8. How to solve the deformation equation. LectureNotes in Mathematics, 1811:63–66, 2003. CODEN LNMAA2.ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Ste03x] Jan Stevens. 9. Convergence for isolated singularities. LectureNotes in Mathematics, 1811:67–70, 2003. CODEN LNMAA2.ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Ste03z] Jan Stevens. Index. Lecture Notes in Mathematics, 1811:155–157, 2003. CODEN LNMAA2. ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Ste03-27] Jan Stevens. Introduction. Lecture Notes in Mathematics, 1811:1–4, 2003. CODEN LNMAA2. ISBN 3-540-00560-9 (print), 3-540-36464-1 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Ste07b] Jorn Steuding. Consequences of universality. Lecture Notes inMathematics, 1877:193–207, 2007. CODEN LNMAA2. ISBN3-540-26526-0 (print), 3-540-44822-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Ste07c] Jorn Steuding. Dirichlet series and polynomial Euler prod-ucts. Lecture Notes in Mathematics, 1877:35–47, 2007. CO-DEN LNMAA2. ISBN 3-540-26526-0 (print), 3-540-44822-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Ste07d] Jorn Steuding. Dirichlet series with periodic coefficients.Lecture Notes in Mathematics, 1877:209–227, 2007. CO-DEN LNMAA2. ISBN 3-540-26526-0 (print), 3-540-44822-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Ste07e] Jorn Steuding. Effective results. Lecture Notes in Mathematics,1877:167–191, 2007. CODEN LNMAA2. ISBN 3-540-26526-0(print), 3-540-44822-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Ste07i] Jorn Steuding. Joint universality. Lecture Notes in Mathematics,1877:229–248, 2007. CODEN LNMAA2. ISBN 3-540-26526-0(print), 3-540-44822-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Ste07j] Jorn Steuding. L-functions of number fields. Lecture Notes inMathematics, 1877:249–283, 2007. CODEN LNMAA2. ISBN3-540-26526-0 (print), 3-540-44822-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Ste07k] Jorn Steuding. Limit theorems. Lecture Notes in Mathemat-ics, 1877:63–85, 2007. CODEN LNMAA2. ISBN 3-540-26526-0(print), 3-540-44822-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Ste07l] Jorn Steuding. The Riemann hypothesis. Lecture Notes inMathematics, 1877:155–165, 2007. CODEN LNMAA2. ISBN3-540-26526-0 (print), 3-540-44822-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[SW09] Jin Keun Seo and Eung Je Woo. Multi-frequency electri-cal impedance tomography and magnetic resonance electricalimpedance tomography. Lecture Notes in Mathematics, 1983:1–71, 2009. CODEN LNMAA2. ISBN 3-642-03443-8 (print),3-642-03444-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/10.



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[Tai09a] Kazuaki Taira. Lp approach to elliptic boundary value prob-lems. Lecture Notes in Mathematics, 1499:77–85, 2009. CO-DEN LNMAA2. ISBN 3-642-01676-6 (print), 3-642-01677-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Tai09g] Kazuaki Taira. Front matter. Lecture Notes in Mathematics,1499:1–9, 2009. CODEN LNMAA2. ISBN 3-642-01676-6 (print),3-642-01677-4 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Tai09h] Kazuaki Taira. Introduction and main results. Lecture Notesin Mathematics, 1499:1–12, 2009. CODEN LNMAA2. ISBN3-642-01676-6 (print), 3-642-01677-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tak06c] Shigeru Takamura. Back matter. Lecture Notes in Mathematics,1886:581–594, 2006. CODEN LNMAA2. ISBN 3-540-33363-0(print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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Takamura:2006:CT

[Tak06d] Shigeru Takamura. Classification theorem. Lecture Notes inMathematics, 1886:483–485, 2006. CODEN LNMAA2. ISBN3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tak06e] Shigeru Takamura. Compound barking (stellar case). LectureNotes in Mathematics, 1886:303–307, 2006. CODEN LNMAA2.ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Tak06f] Shigeru Takamura. Construction of barking deformations (con-stellar case). Lecture Notes in Mathematics, 1886:327–347, 2006.

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Takamura:2006:CBDa

[Tak06g] Shigeru Takamura. Construction of barking deformations (stel-lar case). Lecture Notes in Mathematics, 1886:265–278, 2006.CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-33364-7_15.pdf.

Takamura:2006:CDB

[Tak06h] Shigeru Takamura. Construction of deformations by bunchesof subbranches. Lecture Notes in Mathematics, 1886:253–262,2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Takamura:2006:CDTa

[Tak06i] Shigeru Takamura. Construction of deformations by tame sub-branches. Lecture Notes in Mathematics, 1886:99–117, 2006.CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-33364-7_6.pdf.

Takamura:2006:CDW

[Tak06j] Shigeru Takamura. Construction of deformations by wild sub-branches. Lecture Notes in Mathematics, 1886:143–152, 2006.CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-33364-7_8.pdf.

Takamura:2006:CDTb

[Tak06k] Shigeru Takamura. Construction of deformations of typeAl. Lecture Notes in Mathematics, 1886:119–141, 2006. CO-DEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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Takamura:2006:CDTc

[Tak06l] Shigeru Takamura. Construction of deformations of typeBl. Lecture Notes in Mathematics, 1886:177–181, 2006. CO-DEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-33364-7_10.pdf.

Takamura:2006:CDTd

[Tak06m] Shigeru Takamura. Construction of deformations of typeCl. Lecture Notes in Mathematics, 1886:183–207, 2006. CO-DEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-33364-7_11.pdf.

Takamura:2006:DTNa

[Tak06n] Shigeru Takamura. Deformations of tubular neighborhoods ofbranches (preparation). Lecture Notes in Mathematics, 1886:85–98, 2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

3-540-33364-7_5.pdf.

Takamura:2006:DTNb

[Tak06o] Shigeru Takamura. Deformations of tubular neighborhoods oftrunks. Lecture Notes in Mathematics, 1886:309–326, 2006.CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Tak06p] Shigeru Takamura. Front matter. Lecture Notes in Mathemat-ics, 1886:i–xxix, 2006. CODEN LNMAA2. ISBN 3-540-33363-0(print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tak06r] Shigeru Takamura. Front matter. Lecture Notes in Mathematics,1886:84, 2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print),3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Tak06s] Shigeru Takamura. Front matter. Lecture Notes in Mathematics,1886:264, 2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print),3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Tak06t] Shigeru Takamura. Front matter. Lecture Notes in Mathematics,1886:382, 2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print),3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Tak06u] Shigeru Takamura. Front matter. Lecture Notes in Mathematics,1886:482, 2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print),3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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Takamura:2006:FE

[Tak06v] Shigeru Takamura. Further examples. Lecture Notes in Math-ematics, 1886:349–379, 2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tak06w] Shigeru Takamura. Global barking deformations: Ideas andexamples. Lecture Notes in Mathematics, 1886:57–81, 2006.CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Takamura:2006:LWC

[Tak06x] Shigeru Takamura. List of weighted crustal sets for singularfibers of genus ≤ 5. Lecture Notes in Mathematics, 1886:487–580,2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Takamura:2006:RCD

[Tak06y] Shigeru Takamura. Recursive construction of deformations oftype Cl. Lecture Notes in Mathematics, 1886:209–234, 2006.CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Takamura:2006:SLB

[Tak06z] Shigeru Takamura. Semi-local barking deformations: Ideas andexamples. Lecture Notes in Mathematics, 1886:41–56, 2006.CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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Takamura:2006:SCS

[Tak06-27] Shigeru Takamura. Simple crusts (stellar case). Lecture Notesin Mathematics, 1886:279–302, 2006. CODEN LNMAA2. ISBN3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tak06-28] Shigeru Takamura. Singularities of fibers around cores.Lecture Notes in Mathematics, 1886:383–419, 2006. CO-

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[Tak06-29] Shigeru Takamura. Splitting deformations of degenerations. Lec-ture Notes in Mathematics, 1886:23–31, 2006. CODEN LNMAA2.ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Tak06-31] Shigeru Takamura. Subbranches of typesAl, Bl, Cl. Lecture Notesin Mathematics, 1886:153–176, 2006. CODEN LNMAA2. ISBN3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tak06-32] Shigeru Takamura. Supplement. Lecture Notes in Mathematics,1886:461–479, 2006. CODEN LNMAA2. ISBN 3-540-33363-0(print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tak06-33] Shigeru Takamura. Types Al, Bl, and Cl exhaust all cases.Lecture Notes in Mathematics, 1886:235–251, 2006. CO-DEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).

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[Tak06-34] Shigeru Takamura. What is a barking? Lecture Notes in Mathe-matics, 1886:33–39, 2006. CODEN LNMAA2. ISBN 3-540-33363-0 (print), 3-540-33364-9 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tel06b] Andras Telcs. Back matter. Lecture Notes in Mathematics, 1885:187–199, 2006. CODEN LNMAA2. ISBN 3-540-33027-5 (print),3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bbm:

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[Tel06c] Andras Telcs. Basic definitions and preliminaries. Lecture Notesin Mathematics, 1885:7–21, 2006. CODEN LNMAA2. ISBN3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tel06d] Andras Telcs. Closing remarks. Lecture Notes in Mathematics,1885:165–168, 2006. CODEN LNMAA2. ISBN 3-540-33027-5(print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tel06e] Andras Telcs. Einstein relation. Lecture Notes in Mathemat-ics, 1885:83–93, 2006. CODEN LNMAA2. ISBN 3-540-33027-5(print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tel06f] Andras Telcs. Front matter. Lecture Notes in Mathematics, 1885:i–vii, 2006. CODEN LNMAA2. ISBN 3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/content/pdf/bfm:

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[Tel06i] Andras Telcs. Introduction. Lecture Notes in Mathematics, 1885:1–6, 2006. CODEN LNMAA2. ISBN 3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Tel06j] Andras Telcs. Isoperimetric inequalities. Lecture Notes in Mathe-matics, 1885:49–60, 2006. CODEN LNMAA2. ISBN 3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tel06k] Andras Telcs. Lower estimates. Lecture Notes in Mathematics,1885:131–151, 2006. CODEN LNMAA2. ISBN 3-540-33027-5(print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tel06l] Andras Telcs. Motivation of the local approach. Lecture Notesin Mathematics, 1885:71–81, 2006. CODEN LNMAA2. ISBN3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tel06m] Andras Telcs. Parabolic Harnack inequality. Lecture Notes inMathematics, 1885:169–179, 2006. CODEN LNMAA2. ISBN3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tel06n] Andras Telcs. Polynomial volume growth. Lecture Notes inMathematics, 1885:61–67, 2006. CODEN LNMAA2. ISBN 3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tel06o] Andras Telcs. Semi-local theory. Lecture Notes in Mathematics,1885:181–185, 2006. CODEN LNMAA2. ISBN 3-540-33027-5(print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tel06p] Andras Telcs. Some elements of potential theory. Lecture Notesin Mathematics, 1885:25–47, 2006. CODEN LNMAA2. ISBN3-540-33027-5 (print), 3-540-33028-3 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Tel06q] Andras Telcs. Two-sided estimates. Lecture Notes in Mathemat-ics, 1885:153–163, 2006. CODEN LNMAA2. ISBN 3-540-33027-5(print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Tel06r] Andras Telcs. Upper estimates. Lecture Notes in Mathemat-ics, 1885:95–129, 2006. CODEN LNMAA2. ISBN 3-540-33027-5(print), 3-540-33028-3 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/content/

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[Ter06] Paul Terwilliger. An algebraic approach to the Askey scheme oforthogonal polynomials. Lecture Notes in Mathematics, 1883:255–330, 2006. CODEN LNMAA2. ISBN 3-540-31062-2 (print), 3-540-36716-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Teu03d] Stefan Teufel. 4. Applications and extensions. Lecture Notesin Mathematics, 1821:105–140, 2003. CODEN LNMAA2. ISBN3-540-40723-5 (print), 3-540-45171-4 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Teu03e] Stefan Teufel. 5. Quantum dynamics in periodic media. LectureNotes in Mathematics, 1821:141–171, 2003. CODEN LNMAA2.ISBN 3-540-40723-5 (print), 3-540-45171-4 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Unt00g] Andre Unterberger. A generating series of sorts for Maass cusp-forms. Lecture Notes in Mathematics, 1742:149–161, 2000. CO-DEN LNMAA2. ISBN 3-540-67861-1 (print), 3-540-44660-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URLhttp://link.springer.com/chapter/10.1007/BFb0104051/.

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[Unt00l] Andre Unterberger. The principal series of SL(2,R) and theRadon transform. Lecture Notes in Mathematics, 1742:25–31,2000. CODEN LNMAA2. ISBN 3-540-67861-1 (print), 3-540-44660-5 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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[Unt00t] Andre Unterberger. The Roelcke–Selberg expansion of the prod-uct of two Eisenstein series: the discrete part. Lecture Notesin Mathematics, 1742:97–109, 2000. CODEN LNMAA2. ISBN3-540-67861-1 (print), 3-540-44660-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Unt00u] Andre Unterberger. Some arithmetic distributions. Lecture Notesin Mathematics, 1742:163–176, 2000. CODEN LNMAA2. ISBN3-540-67861-1 (print), 3-540-44660-5 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.


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[Unt08f] Andre Unterberger. The metaplectic and anaplectic repre-sentations. Lecture Notes in Mathematics, 1935:11–26, 2008.CODEN LNMAA2. ISBN 3-540-77910-8 (print), 3-540-77911-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Unt08g] Andre Unterberger. The one-dimensional alternative pseudod-ifferential analysis. Lecture Notes in Mathematics, 1935:27–74,2008. CODEN LNMAA2. ISBN 3-540-77910-8 (print), 3-540-77911-6 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Urb08b] Jose Miguel Urbano. Flows in porous media: The variable ex-ponent case. Lecture Notes in Mathematics, 1930:87–105, 2008.CODEN LNMAA2. ISBN 3-540-75931-X (print), 3-540-75932-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Urb08d] Jose Miguel Urbano. The geometric setting and an alterna-tive. Lecture Notes in Mathematics, 1930:21–34, 2008. CO-DEN LNMAA2. ISBN 3-540-75931-X (print), 3-540-75932-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Urb08e] Jose Miguel Urbano. Immiscible fluids and chemotaxis. LectureNotes in Mathematics, 1930:51–86, 2008. CODEN LNMAA2.ISBN 3-540-75931-X (print), 3-540-75932-8 (e-book). ISSN0075-8434 (print), 1617-9692 (electronic). URL http://link.


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[Yor06] Marc Yor. The life and scientific work of Paul Andre Meyer(August 21st, 1934–January 30th, 2003) “Un modele pour noustous”. Lecture Notes in Mathematics, 1874:13–26, 2006. CO-DEN LNMAA2. ISBN 3-540-30994-2 (print), 3-540-35513-8 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Zak05] Moshe Zakai. Rotations and tangent processes on Wienerspace. Lecture Notes in Mathematics, 1857:205–225, 2005.CODEN LNMAA2. ISBN 3-540-23973-1 (print), 3-540-31449-0 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic).URL http://link.springer.com/content/pdf/10.1007/978-

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[Zei04] Ofer Zeitouni. Part II: Random walks in random environment.Lecture Notes in Mathematics, 1837:189–312, 2004. CODENLNMAA2. ISBN 3-540-20832-1 (print), 3-540-39874-0 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Zha02a] Xingzhi Zhan. 1. Inequalities in the Lowner partial order. Lec-ture Notes in Mathematics, 1790:1–15, 2002. CODEN LNMAA2.ISBN 3-540-43798-3 (print), 3-540-45421-7 (e-book). ISSN

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[Zha02b] Xingzhi Zhan. 2. Majorization and eigenvalues. Lecture Notesin Mathematics, 1790:17–25, 2002. CODEN LNMAA2. ISBN3-540-43798-3 (print), 3-540-45421-7 (e-book). ISSN 0075-8434(print), 1617-9692 (electronic). URL http://link.springer.

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[Zha02d] Xingzhi Zhan. 4. Norm inequalities. Lecture Notes in Mathemat-ics, 1790:55–98, 2002. CODEN LNMAA2. ISBN 3-540-43798-3(print), 3-540-45421-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (electronic). URL http://link.springer.com/chapter/

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[Zha02e] Xingzhi Zhan. 5. Solution of the van der Waerden conjecture.Lecture Notes in Mathematics, 1790:99–109, 2002. CODEN LN-MAA2. ISBN 3-540-43798-3 (print), 3-540-45421-7 (e-book).ISSN 0075-8434 (print), 1617-9692 (electronic). URL http:/


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[Zha02f] Xingzhi Zhan. Index. Lecture Notes in Mathematics, 1790:115–116, 2002. CODEN LNMAA2. ISBN 3-540-43798-3 (print), 3-540-45421-7 (e-book). ISSN 0075-8434 (print), 1617-9692 (elec-tronic). URL http://link.springer.com/chapter/10.1007/

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