Curriculum Vitae

Personal Data:

• First name: Abdolrahman• Surname: Razani• Date of birth: Sept., 22, 1969• Nationality: Iranian• Marriage Statues: Married• Number of Children: 2• Address:

Department of Mathematics,Faculty of Science,I. Kh. International University (IKIU),Postal code: 34149− 16818,Qazvin, Iran.

• Phone number: 0098(9123079022)• Fax: 0098(2813780040)

• Email:

{razani@sci.ikiu.ac.irrazani@ipm.ir

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Education:

Ph.D.:• Date: 2000.• Field: Mathematics.• School: Tarbiat Modarres University, Tehran, Iran.• Dissertation: “Mathematical Model of Existence of Detonation Waves

in Combustion Gas”.• Thesis Advisor: Professor Mahmoud Hesaaraki.

M. Sc.:• Date: 1995.• Field: Mathematics.• School: Sharif University of Technology, Tehran, Iran.• Dissertation: “Random motion of string and related stochastic evolu-

tion equations”.• Thesis Advisor: Professor Bijan Zangheneh.

B. Sc.:• Date: 1992.• Field: Mathematics.• School: Iran University of Science and Technology, Tehran, Iran.

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Professional Affiliation:

• Professor: since 2012 - Imam Khomeini International University (IKIU).• Associate Professor (IKIU): 2005 - 2012.• Assistant Professor (IKIU): 2000 - 2005.• Head of the Mathematics department (IKIU): March 2008- March 2010.• Head of the Mathematics department (IKIU): Feb. 2006- Dec. 2006.• Member of the Talent Student Committee (IKIU): since Feb. 2008.• Member of the Scientific Research Committee (IKIU): Feb. 2006-

March 2007.• Associate Researcher: since 2001 (School of Mathematics, Institute

for Studies in Theoretical Physics and Mathematics (IPM), Tehran, Iran)-{Institute for Studies in Theoretical Physics and Mathematics (IPM) ischanged to Institute for Research in Fundamental Sciences since 2008}• Member of the Differential Equations Research Group at IPM, Tehran,

Iran, (March 1997-Sep. 1998).

Research Areas:

• PDE: Hyperbolic Equations, Free boundary problems.• ODE: Complete Orbit, Existence of period orbit.• Shock Waves: Combustion.• Analysis: Fixed point theory.• Analysis: Modular space.• Analysis: Menger probabilistic metric space.

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Teaching Experiences:

• Graduate:

Real Analysis,Reference: Fundamentals of Real Analysis, (Sterling K. Berberian)

Fixed point theory,Reference: An introduction to metric spaces and fixed point theory, (M.A.Khamsi and W.A. Kirk)

Theory of Ordinary Differential Equations,

References :

1. Differential Equations: Introduction and qualitative theory,

(J. Cronin).2. Differential Equations and Dynamical Systems,

(Lawrence Perko).

Theory of Partial Differential Equations,

References :

1. An Introduction to Partial Differential Equations,(M. Renardy and Robert C. Rogers).

2. Introduction to Partial Differential Equations,(Gerald B. Folland).

3. Partial Differential Equations,(Jeffrey Rauch).

4. Partial Differential Equations,(Fritz John).

Functional Analysis,

References :

1. Introductory Functional Analysis with Applications,

(Erwin Kreyszig).2. A Course in Functional Analysis,

(John B. Conway).

Advanced Engineering Mathematics,

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References :

1. Partial Differential Equations of Mathematical Physics,(Tyn Myint-U).

2. Complex Variables and Applications,(R. Churchill, J.W. Brown and R.F. Verhey).

3. Advanced Engineering Mathematics,(E. Kreyszing).

Pseudo Differential Operators,Reference: An Introduction to Pseudo-Differential Operators, (M. W. Wong).

Elliptic Partial Differential Equations,Reference: Semilinear Elliptic Equations for Beginners, Existence Results viathe Variational Approach 2011, (M. Badiale and E. Serra)

• Undergraduate:

Calculus I,Reference: Modern calculus and Analytic Geometry, (R. A. Silverman).

Mathematical Analysis I, Mathematical Analysis II and Mathe-matical Analysis III,Reference: Principles of Mathematical Analysis, (W. Rudin).

Differential Equations,Reference: Elementary Differential Equations and Boundary Value Problems,(W. Boyce and R. C. Diprima).

Theory of Ordinary Differential Equations,Reference: Ordinary Differential Equations, (Richard K. Miller and AnthonyN. Michel).

Engineering Mathematics,

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References :

1. Partial Differential Equations of Mathematical Physics,(Tyn Myint-U).

2. Complex Variables and Applications,(R. Churchill, J.W. Brown and R.F. Verhey).

3. Advanced Engineering Mathematics,(E. Kreyszing).

Complex Analysis,Reference: Complex Variables and Applications, (R. Churchill, J.W. Brownand R.F. Verhey).

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Books:

1. A. Razani, R. Moradi. “Fixed point theory in modular space” SaiehGhostar publisher, Qazvin, April 2006.

2. A. Razani, R. Mahdavi, F. Afsharkia. “General Mathematics” Najmol-hoda publisher, Ghom, April 2006.

3. A. Razani. “Engineering Mathematics” Azardpad publisher, Tehran,January 2010.

4. A. Razani. “Results in Fixed Point Theory” Andisheh Zarin publisher,Qazvin, August 2010.

Publications:

1. B. Moeini and A. Razani, JH-operator pairs of type (R) with applica-tion to nonlinear integral equations. Vietnam Journal of Mathematicsaccepted.

2. H. R. Sahebi and A. Razani, An explicit viscosity iterative algorithmfor finding fixed points of two noncommutative nonexpansive mappings.Iranian Journal of Mathematical Sciences and Informatics accepted.

3. A. Razani and R. Moradi, On the iterates of asymptotically k-strictpseudocontractive mappings in Hilbert spaces with convergence analy-sis. Fixed Point Theory and Applications accepted.

4. A. Razani and Z. Goodarzi, Iteration by Cesaro means for quasi-contractivemappings. Filomat accepted.

5. M. Yazdi, A. Razani and S. Homaeipour, A common fixed point theo-rem of weak contraction Thai. J. Math. accepted.

6. A. Razani, An existence theorem for ordinary differential equation inMenger probabilistic metric space. Miskolc Mathematical Notes ac-cepted.

7. N. Karamikabir and A. Razani, Some KKM theorems in modular func-tion spaces. Filomat 28 (2014), No.7, 1307-1313.

8. H. R. Sahebi and A. Razani, An iterative algorithm for finding thesolution of a general equilibrium problem system. Filomat 28 (2014),No.7, 1393-1415.

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9. Mozhgan Bagherboum, Abdolrahman Razani and Choonkil Park, Strongconvergence theorems based on the viscosity approximation method fora countable family of nonexpansive mappings. Journal of Inequalitiesand Applications 513 (2014), 15 pages.

10. S. J. Hosseini Ghoncheh and A. Razani, Multi-valued version of SCC,SKC, KSC and CSC conditions in Ptolemy metric spaces. Journalof Inequalities and Applications 471 (2014), 12 pages.

11. R. J. Shahkoohi and A. Razani, Some fixed point theorems for rationalGeraghty contractive mappings in ordered b-metric spaces. Journal ofInequalities and Applications 373 (2014) 23 pages.

12. F. Zabihi and A. Razani, Best proximity points of implicit relationtype modified α3-proximal contractions. Journal of Inequalities andApplications 365 (2014), 19 pages.

13. F. Zabihi and A. Razani, PPF dependent fixed point theorems for αc-admissible rational type contractive mappings in Banach spaces. FixedPoint Theory and Applications 197 (2014), 29 pages.

14. M. Javahernia, A. Razani, F. Khojasteh, Common fixed point of thegeneralized Mizoguchi-Takahashi’s type contractions. Fixed Point The-ory and Applications 195 (2014), 12 pages.

15. Abdolrahman Razani and Mozhgan Bagherboum, A modified Manniterative scheme for a sequence of nonexpansive mappings and a mono-tone mapping with applications. Bulletin of the Iranian MathematicalSociety 40 (2014), No. 4, 823-849.

16. Z. Goodarzi and A. Razani, A periodic solution of the generalizedforced Lienard equation. Abstract and Applied Analysis Volume 2014(2014), Article ID 132450, 5 pages.

17. F. Zabihi and A. Razani, Fixed point theorems for hybrid rationalGeraghty contractive mappings in ordered b-metric spaces. Journal ofApplied Mathematics, 2014 (2014), Article ID 929821, 9 pages.

18. S. J. Hosseini Ghoncheh and A. Razani, Fixed point theorems for somegeneralized nonexpansive mappings in Ptolemy spaces. Fixed PointTheory and Applications, 76 (2014), 11 pages.

19. A. Azizi, R. Moradi and A. Razani, Expansive mappings and its appli-cations in modular spaces. Abstract and Applied Analysis, 2014 (2014),Article ID 580508, 8 pages.

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20. A. Razani and B. Moeini, JH-operator pairs with application to func-tional equations arising in dynamic programming. Abstract and AppliedAnalysis, 2014 (2014), Article ID 283158, 12 pages.

21. A. Razani, M. Yazdi, A new iterative method for a family of nonex-pansive mappings. Mathematical Reports, 16(66), 1 (2014), 7-23.

22. S. Homaeipour and A. Razani, Convergence of an iterative method forrelatively nonexpansive multi-valued mappings and equilibrium prob-lems in Banach spaces. Optimization Letters 8 (2014), no. 1, 211-225.DOI 10.1007/s11590-012-0562-9.

23. H. Hosseinzadeh, A. Jabbari and A. Razani, Fixed point theorems andcommon fixed point theorems on spaces endowed with vector-valuedmetrics. Ukrainian Mathematical J., 65 (2013), no. 5, 814-822.

24. Abdolrahman Razani and Mozhgan Bagherboum, Convergence andstability of Jungck-type iterative procedures in convex b-metric spaces.Fixed Point Theory and Applications, 2013:331 (2013), 17 pages.

25. A. Razani, S. Homaeipour, E. Nabizadeh and M. Beyg Mohamadi,A new version of the Ciric quasi-contraction principle in the modularspace. Novi Sad Journal of Mathematics 43 (2013), No. 2, 1-9.

26. H.R. Sahebi and A. Razani, A solution of a general equilibrium prob-lem. Acta Mathematica Scientia, 33 (2013), no. 6, 1598-1614.

27. A. Razani and M. Yazdi, Viscosity approximation method for equilib-rium and fixed point problems. Fixed Point Theory 14 (2013), No. 2,455-472.

28. Seyyed Mohsen Khalkhali and A. Razani, Multiple Solutions for aQuasilinear (p, q)-Elliptic System. Electronic Journal of DifferentialEquations Vol. 2013 (2013), No. 144, 1-14.

29. A. Razani and N. Karamikabir, Set contractions and KKM mappings inBanach spaces. Abstract and Applied Analysis, Volume 2013 (2013),Article ID 346094, 4 pages.

30. S. Shabani and A. Razani, Global optimal solutions for noncyclic map-pings in G-metric spaces. Miskolc Mathematical Notes Vol. 14, No.1 (2013), 255263.

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31. F. Khojasteh and A. Razani, Fixed point theorems for single-valued andmulti-valued mixed monotone operators of Meir-Keeler type. Journalof Nonlinear and Convex Analysis 14 No.2 (2013), 343-350.

32. V. Parvaneh, A. Razani and J. R. Roshan, Common fixed points of sixmappings in partially ordered G-metric spaces. Mathematical Sciences,7:18 (2013), doi:10.1186/2251-7456-7-18.

33. A. Razani and H. Hosseinzadeh, Tripled fixed point theorems on FLMalgebras. Fixed Point Theory and Applications 16 (2013), doi:10.1186/1687-1812-2013-16.

34. A. Razani, V. Parvaneh, Some fixed point theorems for weakly T -Chatterjea and weakly T -Kannan-contractive mappings in completemetric spaces. Russian Mathematics (Iz. VUZ) 57, No.3 (2013), 38-45.

35. M. Abbas, V. Parvaneh and A. Razani, Periodic point of T−Ciricgeneralized contraction mappings in ordered metric spaces. GeorgianMath. J. 19(4) (2012), 597-610.

36. A. Razani and V. Parvaneh, Coupled coincidence point results for(ψ, α, β)-weak contractions in partially ordered metric spaces. Jour-nal of Applied Mathematics 2012 (2012), Article ID 496103, 19 pages.

37. A. Razani and V. Parvaneh, On generalized weakly G-contractive map-pings in partially ordered G-metric spaces. Abstract and Applied Anal-ysis Article ID 701910 (2012), 18 pages.

38. M. R. Mokhtarzadeh, M. R. Pournaki and A. Razani, An Existence-Uniqueness theorem for a class of boundary value problems, Fixed PointTheory 13 No.2 (2012), 583–592.

39. S. Homaeipour and A. Razani, Convergence theorems for equilibriumproblems and relatively nonexpansive multi-valued mappings in Banachspaces. Numerical Functional Analysis and Optimization 33 (2012),1386–1398.

40. S. M. Khalkhali, S. Heidarkhani and A. Razani, Infinitely many solu-tions for a fourth-order boundary-value problem. Electronic Journal ofDifferential Equations 164 (2012), 1–14.

41. A. Razani and M. Yazdi, A new iterative method for nonexpansivemappings in Hilbert Spaces. Journal of Nonlinear and Optimization:Theory and Applications 3 No.1 (2012), 85-92.

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42. A. Razani and M. Yazdi, Viscosity approximation methods for a count-able family of quasi-nonexpansive mappings. World Applied SciencesJournal 17(12) (2012), 1618–1622.

43. A. Razani and M. Yazdi, A new iterative method for generalized equi-librium and fixed point problems of nonexpansive mappings. Bull.Malays. Math. Sci. Soc. (2) 35(4) (2012), 1049-1061.

44. A. Razani, Structure of shock wave for a viscous combustion model.FILOMAT 26:2 (2012), 389-395.

45. A. Razani and Z. Goodarzi, A solution of Volterra-Hamerstain integralequation in partially ordered sets. Int. J. Industrial Mathematics Vol.3, No. 4 (2011), 277-281.

46. A. Razani and M. Yazdi, Two common fixed point theorems for com-patible mappings. Int. J. Nonlinear Anal. Appl. 2 No.2 (2011),7–18.

47. M. Abbas, S. H. Khan and A. Razani, Fixed point theorems of expan-sive type mapping in modular function spaces. Fixed Point Theory 12:No. 2 (2011), 235-240.

48. A. Razani, Vahid Parvaneh and Mujahid Abbas, A common fixed pointfor generalized (ψ, ϕ)f,g-weak contractions. Ukrainian MathematicalJournal 63:11 (2012) 1756–1769, Published in Ukrainskyi Matematy-chnyi Zhurnal, Vol. 63, No. 11, pp. 1544-1554, November, 2011.

49. A. Razani, Valdimir Rakocevic and Z. Goodarzi, Generalized φ-contractionfor a pair of mappings on cone metric spaces. Appl. Math. Comput.217:22 (2011), 8899-8906.

50. A. Razani and S. Homaeipour, Weak and strong convergence theoremsfor relatively nonexpansive multi-valued mappings in Banach spaces.Fixed Point Theory and Applications (2011), 2011:73 doi:10.1186/1687-1812-2011-73.

51. A. Razani and S. Shabani, Approximating fixed points for nonself map-pings in CAT (0) spaces. Fixed Point Theory and Applications (2011),2011:65.

52. S. Homaeipour and A. Razani, Strong convergence theorems of three-step iterations for multi-valued mappings in Banach spaces. Filomat25:1 (2011), 173–184.

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53. F. Khojasteh, A. Razani and S. Moradi, Fixed point of generalizedTF−contraction mappings in cone metric spaces. Fixed Point Theoryand Applications, (2011), 1–15.

54. A. Razani and H. Salahifard, Approximating fixed points of generalizednonexpansive mappings. Bulletin of the Iranian Mathematical SocietyVol. 37 No. 1 (2011), 235-246.

55. F. Khojasteh, Z. Goodarzi and A. Razani, Erratum to Some FixedPoint Theorems of Integral Type Contraction in Cone Metric Space.Fixed Point Theory and Applications Article ID 346059 (2011), 2pages.

56. M. Beygmohammadi and A. Razani, Two fixed-point theorems formappings satisfying a general contractive condition of integral type inthe modular space. International Journal of Mathematics and Mathe-matical Sciences Article ID 317107 (2010), 10 pages.

57. A. Razani and S. Homaeipour, Viscosity approximation to commonfixed points of families of nonexpansive mappings with weakly contrac-tive mappings. Fixed Point Theory Applications Article ID 476913(2010), 8 pages.

58. F. Khojasteh and A. Razani, Fixed point theorems for ρ-asymptoticcontractions of Meir-Keeler type in modular spaces. Mathematics Sci-entific Journal 5 (2010), 31-40.

59. M. R. Mokhtarzadeh, M. R. Pournaki and A. Razani, A note on pe-riodic solutions of Riccati equations. Nonlinear Dynamics 62 (2010)119-125.

60. A. Razani, Valdimir Rakocevic and Z. Goodarzi, Non-self mappings inmodular spaces and common fixed point theorems. Central EuropeanJournal of Mathematics 8(2) (2010), 357-366.

61. Dariush Ehsani, Mohammad Reza Mokhtarzadeh and AbdolrahmanRazani, Expansions of Dirichlet to Neumann operators under pertur-bations. Applicable Analysis Vol. 89, No. 5, (May 2010), 789-799.

62. F. Khojasteh, Z. Goodarzi and A. Razani, Some fixed point theoremsof integral type contraction in cone metric spaces. Fixed Point TheoryApplications Article ID 189684 (2010), 13 pages.

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63. S. J. Hosseini Ghoncheh, A. Razani, B. E. Rhoades and R. Moradi, Afixed point theorem for a general contractive condition of integral typein modular spaces. J. Sci. I. Azad University Vol. 20, No. 78/2winter (2011), 89-100.

64. A. Razani and H. Salahifard, Invariant approximation for CAT (0)spaces. Nonlinear Analysis Vol. 72 No.53 (2010), 2421-2425.

65. A. Razani and R. Moradi, Common fixed point theorems of integraltype in modular spaces. Bulletin of the Iranian Mathematical SocietyVol. 35 No. 2 (2009), 11-24.

66. A. Razani, Zahir Mazlumi Nezhad and Mohsen Boujari, A fixed pointtheorem for w-distance. Applied sciences 11 (2009), 114-117.

67. M. B. Ghaemi, Bernardo Lafuerza-Guillen and A. Razani, A commonfixed point for operators in probabilistic normed spaces. Chaos, Soli-tons and Fractals 40 (2009), 1361-1366.

68. N. Cakic, Z. Kadelburg, S. Radenovic and A. Razani, Common fixedpoint results in cone metric spaces for a family of weakly compatiblemaps. Advances and Applications in Mathematical Sciences Vol. 1Issue 1 (2009), 183-207.

69. E. Lindgren and A. Razani, The N -membranes problem. Bulletin ofthe Iranian Mathematical Society Vol. 35 No. 1 (2009), 31-40.

70. A. Razani, M. Beyg Mohamadi, S. Homaei Pour and E. Nabizadeh,A new version of Krasnoselskiis fixed point theorem in modular space.An International Journal on Fixed Point Theory, Computation andApplications9(2) (2008), 533-539.

71. M. R. Pournaki and A. Razani, Erratum to: On the Existence of Pe-riodic Solutions for a Class of Generalized Forced Lienard Equations”[Appl. Math. Lett. 20 (2007), no. 3, 248-254]. Applied Mathematicsletters 21 (2008), 880.

72. A. Razani and M. Samanipour, Common fixed point theorems forfamilies of weakly compatible maps in a 2-metric space. Applied Math-ematics and Information Sciences 2(3) (2008), 275-289.

73. Ljubomir Ciric, A. Razani, Stojan Radenovic and J. S. Ume, Commonfixed point theorems for families of weakly compatible maps. Comput-ers and Mathematics with Applications 55 (2008), 2533-2543.

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74. A. Aghajani and A. Razani, Some completeness theorems in the Mengerprobabilistic metric space. Applied Sciences, Vol. 10 No.1 (2008) 1-8.

75. A. Razani, Shock waves in gas dynamics. Surveys in Mathematics andits Applications 2 (2007), 59-89.

76. A. Razani, E. Nabizadeh, M. Beyg Mohamadi and S. Homaei Pour,Fixed points of nonlinear and asymptotic contractions in the modu-lar space. Abstract and Applied Analysis doi:10.1155/2007/40575(2007), 10 pages.

77. Abdolrahman Razani and Kaveh Fouladgar, Extension of contractivemaps in the Menger probabilistic metric space. Chaos, Solitons andFractals 34 (2007), 1724-1731.

78. Reza Saadati, Abdolrahman Razani and H. Adibi, A Common FixedPoint Theorem in L-Fuzzy Metric Spaces. Chaos, Solitons and Fractals33 (2007), 358-363.

79. M. R. Pournaki and A. Razani, On the Existence of Periodic Solutionsfor a Class of Generalized Forced Lienard Equations. Applied Mathe-matics letters 20 (2007), 248-254.

80. A. Razani and M. Shirdaryazdi, A common fixed point theorem ofcompatible maps in Menger space. Chaos, Solitons and Fractals 37(2007), 26-34.

81. A. Razani, Existence of fixed point for the nonexpansive mapping ofintuitionistic fuzzy metric spaces. Chaos, Solitons and Fractals 30(2006), 367-373.

82. A. Razani and S. Abbasbandy, A fixed point theorem on a fuzzy numberset. Applied Science 8 (2006), 142-145.

83. M. B. Ghaemi and A. Razani, Fixed and periodic points in the prob-abilistic normed and metric spaces. Chaos, Solitons and Fractals 28(2006), 1181-1187.

84. A. Razani and M. Shirdaryazdi, Some results on fixed points in thefuzzy metric space. J. Appl. Math. Comput. 20 (2006), 401-408.

85. A. Razani, A fixed point theorem in the Menger probabilistic metricspace. New Zealand J. Math. 35 (2006), 109-114.

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86. A. Aghajani and A. Razani, Detonation waves in a transverse magneticfield. Michigan Mathematical J. 53 (2005), 647-664.

87. A. Razani, A contraction theorem in fuzzy metric spaces. Fixed PointTheory and Applications 3 (2005), 257-265.

88. A. Razani and M. Shirdaryazdi, Erratum to: On fixed point theoremsof Gregori and Sapena [Fuzzy Sets and Systems 144 (2004), 421-429].Fuzzy Sets and Systems 153/2 (2005), 301-302.

89. A. Razani and A. Aghajani, Extended contraction principle. AppliedScience 7 (2005), 147-152.

90. A. Razani and M. Shirdaryazdi, A common fixed point theorem andit’s applications. International J. Pure Appl. Math. 20 No. 1 (2005),9-14.

91. A. Razani, Existence of Chapman-Jouguet detonation for a viscouscombustion model. J. Math. Anal. Appl. 293 (2004), 551-563.

92. A. Razani, On the existence of premixed laminar flames. Bull. Austral.Math. Soc. 69 (2004), 415-427.

93. A. Razani, Weak and strong detonation profiles for a qualitative model.J. Math. Anal. Appl. 276 (2002), 868-881.

94. A. Razani, Chapman-Jouguet detonation profile for a qualitative model.Bull. Austral. Math. Soc. 66 (2002), 393-403.

95. M. Hesaaraki and A. Razani, Detonative travelling waves for combus-tion. Applicable Analysis 77 (2001), 405-418.

96. M. Hesaaraki and A. Razani, On the existence of Chapman-Jouguetdetonation Waves. Bull. Austral. Math. Soc. 63 (2001), 485-496.

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Conference Talks:

1. Z. Goodarzi and A. Razani, An application of Green’s function, Inter-national Congress of Mathematicians 2014 (ICM2014), August 13-21,2014, Seoul, South Korea.

2. M. Bagherboum and A. Razani, Generalized mixed equilibrium prob-lems for nonexpansive mappings, The 44th Annual Iranian Mathemat-ics Conference, August 27-30, 2013, Ferdowsi University of Mashhad,Mashhad, Iran.

3. A. Razani, An application of Schauder’s fixed point theorem, The 10thInternational Conference on Fixed Point Theory and its Applications(ICFPTA-2012), July 9 - 15, 2012, Babes-Bolyai University, Cluj-Napoca,Romania.

4. A. Razani and H. Salahifard, Approximating fixed points of H-typemappings in CAT (0) spaces, International Conference on Analysis andits Applications (ICAA-11), Nov. 19-21 Aligarh, India 2011.

5. S. Homaeipour and A. Razani, A convergence theorem of an iterativealgorithm for multi-valued mappings in Banach spaces, Abstracts ofthe 42th Annual Iranian Mathematics Conference. 5-8 September 2011,Vali-e-Asr University, Rafsanjan, Iran.

6. A. Razani and S. J. Hosseini Ghoncheh, A fixed point theorem in par-tially ordered sets, 2nd International conference on mathematical sci-ences, 30 Nov.-3 Dec. Kulalalumpur, Malaysia 2010, 376-379.

7. A. Razani and H. Salahifard, On Ishikawa iteration scheme for J-typemultivalued mappings in CAT (0) spaces, The second Asian conferenceon nonlinear analysis and optimization (NAO-Asia 2010), Sept. 9-12Phuket, Thailand 2010.

8. Z. Goodarzi and A. Razani, Mixed monotone operators and some oftheir applications to nonlinear integral equations, The first workshop infixed point theory and applications, June 9-10, Tehran, Iran, 2010.

9. R. Moradi and A. Razani, An application of a fixed point theorem inmodular spaces, The first workshop in fixed point theory and applica-tions, June 9-10, Tehran, Iran, 2010.

10. A. Razani and H. Salahifard, Fixed point theorems for fundamentallynonexpansive mappings in CAT (0) spaces, The first workshop in fixedpoint theory and applications, June 9-10, Tehran, Iran, 2010.

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11. A. Razani, Some fixed point theorems on cone metric and modularspaces, Function Analysis and its Applications, Nis, June 16-18, Serbia2009.

12. A. Razani Some applications of Schauder’s fixed point theorem in or-dinary differential equation, Proceeding of the 5th Asian MathematicalConference , Malaysia 2009.

13. Z. Goodarzi and A. Razani, Takahashi convex modular space and com-mon fixed point theorem, 40th Annual Iranian Mathematics Conference,17-20 August 2009, Sharif University of Technology, Tehran, Iran.

14. A. Razani and H. Salahifard, Fixed point theorem for multi-valued map-pings in CAT (0) spaces, 40th Annual Iranian Mathematics Conference,17-20 August 2009, Sharif University of Technology, Tehran, Iran.

15. A. Razani and V. R. Hosseini, A common unique fixed point withmapping altering distances under a contractive condition of integraltype, 40th Annual Iranian Mathematics Conference, 17-20 August 2009,Sharif University of Technology, Tehran, Iran.

16. A. Razani and M. Boujari, Some fixed point theorems in product spaces,2th seminal on nonlinear analysis and optimization, university of Esfa-han, Esfahan, May 2009.

17. A. Razani and Z. Goodarzi, The solution of Volterra-Hammerstein in-tegral equation in the partially ordered space, 2th seminal on nonlinearanalysis and optimization, university of Esfahan, Esfahan, May 2009.

18. A. Razani and M. Boujari, The Relation between Ciric’s fixed pointtheorem and w-integral type contraction, 18th Sem. on Analysis, 26-27Farvardin, 1388 (April 15-16, 2009), TMU, Iran.

19. A. Razani and R. Moradi, Common fixed point theorem in modularspace, Abstracts of the 39th Annual Iranian Mathematics Conference24-27 August 2008, Shahid Bahonar university of Kerman, Kerman,Iran.

20. A. Razani and M. Boujary, Common fixed point for mappings satisfyinga general contractive condition of integral type, Abstracts of the 39th

Annual Iranian Mathematics Conference. 24-27 August 2008, ShahidBahonar University of Kerman, Kerman, Iran.

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21. A. Razani, Z. Mazlumi Nezhad and M. Boujary, A fixed point theo-rem for mapping satisfying a general contractive condition of integraltype with w-distance, 17th Seminar of Mathematical Analysis and itsApplications, (Arak University, Arak, 23-24 April 2008).

22. M. Samanipour and A. Razani, Common fixed point theorem for weaklycompatible mapping, 17th Seminar of Mathematical Analysis and itsApplications, (Arak University, Arak, 23-24 April 2008).

23. A. Razani, R. Moradi, Fixed point theorem for (c, l, q)-contraction mapin modular space, 17th Seminar of Mathematical Analysis and its Ap-plications, (Arak University, Arak, 23-24 April 2008).

24. A. Razani and M. Boujary, A new generalization of the fixed pointtheorems, The 38th Iranian International Conference on Mathematics,(University of Zanjan, Zanjan, 3-6 September 2007).

25. M. R. Pournaki and A. Razani, On the Existence of Periodic Solutionsfor a Class of Generalized Forced Lienard Equations, ODE and Inverseproblems, (Imam Khomeini International University, Qazvin, Nov. 272006).

26. A. Razani and M. Shirdaryazdi, A fixed point theorem in the fuzzy met-ric space, 36th Annual Iranian Mathematics Conference, (Yazd Univer-sity, September 10-13, 2005).

27. A. Razani, “Detonation waves in gas dynamics, International work-shop on Nonlinear Partial Differential Equations, Institute for studiesin Theoretical Physics and Mathematics (IPM), Tehran, Iran, Decem-ber 5-16, 2004.

28. A. Razani, “Existence of one-dimensional deflagration wave”, 6th Semi-nar on Differential Equations and Dynamical Systems (Mehri 70 Fest),Institute for Advanced Studies in Basic Sciences (IASBS), (Zanjan-Iran, October 6-8, 2004).

29. A. Razani, “CJ shock structure for Majda’s model”, 3rd Seminar onGeometry and Topology, Azarbaidjan University of Tarbiat Moallem,(Tabriz-Iran, July 15-17, 2004).

30. A. Razani, “On the Existence of Travelling Waves in a Model of Slow,“Constant density” Combustion”, International Workshop on EfficientTechniques for Numerical Solutions of Coupled PDE’s and Applications

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to Reservoir Simulation, Institute for studies in Theoretical Physics andMathematic (IPM), (Tehran-Iran, Dec. 14-17, 2003).

31. A. Razani, “Shock Structure of Weak and Strong Detonations”, Work-shop on differential equation and its applications in industry (Qazvin-Iran, 2003).

32. A. Razani, “Heteroclinic orbits for Majda’s Combustion model”, Schoolon delay differential equations and applications (Marrakech-Morocco,2002).

33. A. Razani, “The existence of CJ detonation for a single step chemicalreaction”, Abstract of the International Congress of Mathematicians(Beijing, China, 2002).

34. S. M. Moghadas and A. Razani, “The dynamics of disease transmissionin the interactions between different populations”, Proceedings of the32st Iranian Mathematics Conference (Mazandaran-Iran, 2001), Univ.Mazandaran.

35. M. Hesaaraki and A. Razani, “Travelling waves for weak and strongcombustions”, Proceedings of the 31st Iranian Mathematics Conference(Tehran-Iran, 2000), 148-160, Univ. Tehran.

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Invited Lecturer:

1. A. Razani, on the existence of a period solution of the Riccati differen-tial equation, University of Oulu, Oulu, Finland, 22 August 2011.

2. A. Razani, “Some fixed point theorem in cone and modular metricspaces, Functional analysis and its applications, June 16-18, 2009, Uni-versity of Nis, Nis, Serbia.

3. A. Razani, “Some applications of Schauder’s fixed point theorem in or-dinary differential equations”, Seminario de Analisis No Lineal Anunciode Conferencia, 1 de julio de 2008, Grupo de Analisis No Lineal de laUniversidad de Sevilla, Sevilla, Spain.

4. A. Razani, “Some fixed point theorems in modular spaces and an ap-plication”, Seminario de Analisis No Lineal Anuncio de Conferencia,8 de julio de 2008, Grupo de Analisis No Lineal de la Universidad deSevilla, Sevilla, Spain.

5. A. Razani, “A survey of shock wave in combustion”, Wolfgang PauliInstitute (WPI), Vienna, Austria, 28 April 2005.

6. A. Razani, “Shock structure in a combustion model”, “Partial Differ-ential Equations in Mathematical Physics”, in memory of Olga A. La-dyzhenskaya, Centro Internazionale per la Ricerca Matematica (CIRM)(Levico Terme (Trento) Italy, October 24-30, 2004).

Reviewer-Referee:

1. I am the Editor in chief of the Bulletin of the Research Centerfor Fixed Point Theory and its Applications (BRCFA) sinceNovemebr 2009.

2. I am a member of the Editorial Board of the Journal of Mathematicsand Computer Science (JMCS) since August 2009.

3. I am a member of the Editorial Board of the International Journalof Applied Mathematics and Engineering Sciences (IJAMES)since 2006.

4. I am a reviewer of Zentralblatt MATH.

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Participation in planning and organizing conferences:

1. Monthly Seminar on nonlinear functional analysis, 2011, Institute forResearch in Fundamental Sciences (IPM), Tehran, Iran.

2. The Second Workshop in Fixed Point Theory and Applications, June14-15, 2011, Institute for Research in Fundamental Sciences (IPM) andAmirkabir University of Technology, Tehran, Iran.

3. First Workshop in Fixed Point Theory and Applications, June 9-10,2010, Institute for Research in Fundamental Sciences (IPM) and Amirk-abir University of Technology, Tehran, Iran.

4. Monthly Seminar on nonlinear functional analysis, 2010, Institute forResearch in Fundamental Sciences (IPM), Tehran, Iran.

5. One day Seminar on Partial Differential Equation (PDE), December 31,2007, Institute for Research in Fundamental Sciences (IPM), Tehran,Iran.

6. Ordinary differential equations and inverse problems, 2006, Imam Khome-ini International University (IKIU), Qazvin, Iran.

Honors:

1. Selected Researcher of Imam Khomeini International University in theyears, 2007, 2008, 2011.

2. Selected Teacher in Imam Khomeini International University in theyear 2006.

3. Top student in Tarbiat Moddares University in Ph.D. degree, 2000.

4. Top student in Sharif University of Technology in M.S. degree, 1995.

Other scientific expertise:

1. Appointment as opponent at doctoral disputations or member of exam-ination board at Imam Khomeini International University since 2008.

2. Appointment as opponent at M.S. defence at Imam Khomeini Interna-tional University since 2002.

3. Appointment as opponent at doctoral disputations or member of exam-ination board in Science and Research Branch, Islamic Azad Universitysince 2007.

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4. Appointment as a member of an expert panel in ordinary differentialequations at Institute for Research in Fundamental Sciences (IPM),since 2006.

5. Appointment as opponent at Ph.D. defence thesis in many university inIran such as Sharif University of Technology, Iran University of Scienceand Technology, Isfahan University, Islamic Azad University.

Visitor:

1. Mathematisches Forschungsinstitut Oberwolfach (MFO), Oberwolfach,Germany, 1 July 2013-14 August 2013 (Research in Pairs programmwith Dariush Ehsani, Mohamd Reza Mokhtarzadeh and Sonmez Sahuto-glu).

2. University of Oulu, Oulu, Finland, 4 August-28 August 2011 (Prof.Peter Alexander Hasto).

3. University of Nis, Nis, Serbia, 8 June-19 June 2009 (Prof. ValdimirRakocevic).

4. University of Seville, Seville, Spain, 25 June-20 July 2008 (Prof. RafaelEspinola).

5. Royal Institute of Technology (KTH), Stockholm, Sweden, 5 April-1September 2007 (Prof. Henrik Shahgholian).

6. Wolfgang Pauli Institute (WPI), Vienna, Austria, 2 April-29 April 2005(Prof. Peter A. Markowich).

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Ph. D. Students:

1. Nasrin Karmaikabir,“On the KKM theory in Various spaces”, IslamicAzad University, Karaj Branch, Karaj, Iran, December 2013.

2. Mozhgan Bagherboum, “On the rate of convergence and stability offixed point iterative approximation procedures”, Islamic Azad Univer-sity, Karaj Branch, Karaj, Iran, December 2013.

3. Seyyed Mohsen Khalkhali, “On multiple solutions for some elliptic non-linear boundary value problems with Dirichlet or Neumann boundaryconditions”, Islamic Azad University, Science and Research Branch,Tehran, Iran, August 2013.

4. Vahid Parvaneh:“Existence of fixed point for some mappings”, IslamicAzad University, Karaj Branch, Karaj, Iran, 19 February 2013.

5. Hasan Hosseinzadeh:“ ”, Islamic Azad University, Karaj Branch, Karaj,Iran, 19 February 2013.

6. Simin Homaeipour: “Convergence of the iteration schemes for multi-valued mappings in Banach spaces”, Imam Khomeini International Uni-versity, Qazvin, Iran, 19 November 2012.

7. Maryam Yazdi: “Studying equilibrium variational inequality and fixedpoint problems with viscosity approximation and iterative methodsin Hilbert spaces”, Imam Khomeini International University, Qazvin,Iran, 17 September 2012.

8. Farshid Khojasteh: “Integral and asymptotic contraction and bestproximity point”, Islamic Azad University, Science and Research Branch,Tehran, Iran, June 2011.

9. Zahir Mazlominedad:“ On the existence of fixed point for integral typecontraction maps”, Islamic Azad University, Science and Research Branch,Tehran, Iran, September 2010.

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Reference:

1. Professor Mahmoud Hesaaraki,Department of Mathematical Science, Sharif University of Technology,P.O.Box 11365-9415 Azadi St., Tehran, Iran.E-mail:hesaraki@sharif.edu

2. Professor Bijan Zangheneh,Department of Mathematical Science, Sharif University of Technology,P.O.Box 11365-9415 Azadi St., Tehran, Iran.E-mail:zangeneh@sharif.edu

3. Dariush EhsaniAffiliation: Institut fur Mathematik, Humboldt-Universitat, 10099 Berlin,GermanyEmail: dehsani.math@gmail.com

4. Professor Brailey SimsAffiliation: The University of Newcastle, AustraliaEmail:Brailey.Sims@newcastle.edu.au

5. Mohamad Reza MokhtarzadehAffiliation:Institute for Research in Fundamental SciencesEmail:mrmokhtarzadeh@gmail.com

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