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Tau
Lep
ton
s at
CD
FC
DF
Ana
diC
anep
aU
nive
rsity
of P
enns
ylva
nia
Exp
erim
enta
l HE
P S
emin
ar
Uni
vers
ity o
f Pen
nsyl
vani
a
Apr
il 15
th, 2
008
OU
TLI
NE
Why
?
How
?
Sea
rche
s w
ith ta
usat
CD
F
Tau
sat
AT
LAS
Con
clus
ions
TE
VA
TR
ON
Pro
ton-
antip
roto
n co
llide
rC
ente
r of
mas
s en
ergy
√s
= 1
.96
TeV
∆t =
396
ns
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
22
Hig
gs s
ecto
rS
M-li
ke h
, H± ,
H±±
RP
V, t
1→
bτ, s
ν→
τlA
t lar
ge ta
nβ,
mS
UG
RA
χ 20→
τνχ 1
0
GM
SB
tanβ
, τ1→
τG
Tau
sin
the
SM
and
bey
ond
H →
ττ
~ 1
0% in
low
mas
s re
gion
Hig
gs m
ass
(GeV
)
ττ ττττττ
Sta
ndar
d M
odel
Sta
ndar
d M
odel
Sup
ersy
mm
etry
Sup
ersy
mm
etry
New
gau
ge b
oson
sN
ew g
auge
bos
ons
Seq
uent
ial Z
’LF
V Z
’Z
’ →τl
ud
HHta
nβ=
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
33
Sho
rt li
ved
Mea
n lif
etim
e 29
1 ps
Dec
ay le
ngth
87
µmm
= 1
.8 G
eVR
ich
phen
omen
olog
y!
The
tau
lept
on
35% τ τττ l lll
65% τ τττ h
HA
D. C
alo
rim
eter
Dri
ft c
ham
ber
Sili
con
Det
ecto
r
EM
. Cal
ori
met
er
Em
Eπ πππ0
Had
Eπ πππ± ±±±
, K± ±±±
Tra
cks
π πππ± ±±±, K
± ±±±
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
44
Tau
reco
nstr
uctio
n (I
)R
econ
stru
ctio
n of
vis
ible
pro
duct
s of
had
roni
cally
deca
ying
taus
Rec
onst
ruct
ion
of v
isib
le p
rodu
cts
of h
adro
nica
llyde
cayi
ng ta
us
ST
EP
3G
eom
etry
“Sig
nal”
and
“Iso
latio
n”T
rack
s
αsig
≡α(
ϕ,θ)
< m
in (
0.17
, 5/E
τ)0.
17 <
αis
o<
0.5
2p T
> 1
GeV
ϕ ϕϕϕ
η ηηηU
nfol
ded
CD
F c
alor
imet
er
ST
EP
2T
rack
mat
chin
gH
ighe
st p
Ttr
ack
poin
ting
to th
e cl
uste
r in
co
ne R
≡R
(η,ϕ
) =
0.4
See
d tr
ack
beco
mes
tau
dire
ctio
n
ST
EP
1C
alor
imet
er c
lust
er“C
lum
p”cl
uste
ring
See
d (s
houl
der)
tow
er E
> 6
(1)
GeV
N to
wer
s <
6
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
55
Tau
Rec
onst
ruct
ion
(II) Pr
opor
tiona
l str
ip/w
ire d
rift c
ham
ber
2 co
ordi
nate
s
Loca
ted
at 6
χ 0 in
CE
MP
ositi
on r
esol
utio
n 2-
3 m
m
Ene
rgy
reso
lutio
n ~
30%
C
lust
erin
g:se
ed s
trip
clus
ter
±5 s
trip
s th
e se
ed
calc
ulat
es χ
2
Ei(π
0 ) =
C
EM
E⋅E
CE
Si/E
CE
S
CE
M E
ass
igne
d to
π0
Rec
onst
ruct
ed τ
iden
tifie
d w
ithV
isib
le m
omen
tum
pvi
s=
ptra
cks +
pπ0
no π
0 E
(π0 )
=
CE
M E
–0.
32 G
eV
Rec
onst
ruct
ion
of n
eutr
al π
0
from
sho
wer
s in
the
CE
S d
etec
tor
Rec
onst
ruct
ion
of n
eutr
al π
0
from
sho
wer
s in
the
CE
S d
etec
tor
Ass
umpt
ions
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
66
Tau
iden
tific
atio
n at
EW
K s
cale
Tau
sar
e re
cons
truc
ted
from
Nar
row
clu
ster
in H
AD
cal
orim
eter
Tra
ck p
oint
ing
to it
Sho
wer
s in
the
CE
S d
etec
tor
elec
tron
s re
cons
truc
ted
as ta
us
~ 1
/3 je
ts r
econ
stru
cted
as
taus
Vis
. Mas
s <
1.8
GeV
1 or
3 s
igna
l tra
cks
Isol
atio
ntr
ack
isol
atio
n
π0 is
olat
ion
calo
rimet
er is
olat
ion
elec
tron
sup
pres
sion
Ene
rgy
base
d cu
tE
xplic
it ID
ele
ctro
n re
mov
al
Iden
tifi
cati
on c
rite
ria
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
77
…at
larg
e E
Ene
rget
ic ta
usco
llim
ated
dec
ay p
rodu
cts
trac
k re
solu
tion
σ(p T
)/p T
2 =0.
0015
GeV
-1
Loos
en u
p th
e re
quire
men
ts o
n ta
uca
ndid
ate
mas
s
Tau
calo
rim
eter
E (
GeV
)
Visible Mass (GeV)
m <
1.8
GeV
m <
mm
ax=
f(E
)
Cal
ibra
tion
of C
ES
det
ecto
r P
ositi
on a
nd e
nerg
y de
vice
no
w!
Vis
ible
mom
entu
m r
esol
utio
n:1-
pron
g τ
from
66%
to 8
2%
3-pr
ong
τfr
om 8
2% to
85%
CE
S Y
ield
vs.
cha
nnel
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
88
MC
mea
sure
men
tS
elec
t τor
igin
atin
g in
W→
τνD
ata
mea
sure
men
tT
aus
are
diffe
rent
from
muo
nsan
d el
ectr
ons,
no
reso
nanc
e!
Thr
ee a
ppro
ache
s
Nor
mal
izat
ion
to W
→τν
Tau
embe
ddin
g
Bac
kgro
und
from
fit t
o da
ta
Effi
cien
cy m
easu
rem
ent
real
ID
NN=
ε
nb
2
.7ε
LA
N-N
σb
kgo
bs
≡⋅
⋅=
ba
ckg
τ
ba
ckg
ID
τID
NN
NN
ε−−
=
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
99
Jets
faki
ng ta
usF
ake
rate
FR
= N
ID τ/N
jet
Mea
sure
d in
dat
a sa
mpl
es c
olle
cted
with
jet
trig
gers
If m
easu
red
in M
C s
ampl
es, m
ust t
une
the
tau
shap
e an
d ha
dron
icre
spon
se
Ele
ctro
ns fa
king
taus
Fak
e ra
te F
R =
NID
τ/N
ele
Mea
sure
d in
dat
a
Sel
ect e
vent
s in
the
Z m
ass
win
dow
One
ID e
lect
ron
& O
ne r
econ
stru
cted
tau
Sub
trac
t bac
kgro
und
from
sid
e-ba
ndF
ake
rate
~ 1
0-3
Mis
iden
tific
atio
n (f
ake)
rat
es
mas
s (G
eV)
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1010
EW
K M
easu
rem
ents
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1111
The
W c
ross
sec
tion
W’s
as
the
larg
est s
ourc
e of
isol
ated
taus
Bes
t cho
ice
for
unde
rsta
ndin
g τs
Tes
t of l
epto
n un
iver
salit
y!
Eve
nts
sele
cted
if
τV
isE
T>
25
GeV
& M
ET
> 3
0 G
eV
τba
ck-t
o-ba
ck w
.r.t
ME
T (
no e
xtra
jets
)A
ccep
tanc
e ~
1%
Bac
kgro
unds
QC
D m
easu
red
in Q
CD
enr
iche
d in
depe
nden
t sa
mpl
e
W→
eνfr
om fi
t to
data
Obs
erve
d:23
45B
ackg
roun
d:61
2 ±
61
σ(p
p-ba
r→W
)·B
R(W→
τν)
=
2.62
± 0
.07(
stat
) ±
0.21
(sys
t) ±
0.1
6(lu
m)
nbσ
(pp-
bar→
W)·
BR
(W→
τν)
=
2.62
± 0
.07(
stat
) ±
0.21
(sys
t) ±
0.1
6(lu
m)
nb
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1212
The
Z c
ross
sec
tion
Zas
a “
calib
ratio
n”fo
r a
num
ber
of s
earc
hes!
Gol
den
chan
nel w
ith o
ne h
adro
nic
and
one
lept
onic
tau
Eve
nts
sele
cted
if
τV
isE
T>
10
GeV
& e
lect
ron
ET
> 10
GeV
Ele
ctro
n an
d ta
uw
ith d
iffer
ent c
harg
e (O
S e
vent
s)
Acc
epta
nce
~ 5%
Dom
inan
t bac
kgro
unds
from
QC
D
τ h τ e
Jet →
τJe
t →e
Fla
t ele
ctro
n is
olat
ion
Nev
LS=
Nev
OS
Jet →
τγ→
eIs
olat
ed e
lect
rons
Nev
LS=
Nev
OS
Jet →
τW
→eν
Nev
LS<
< N
evO
S
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1313
Bac
kgro
unds
ME
Tp
pel
eT
T+
=
)co
s∆(1
ME
Tp
2m
ele
TT
ϕ−
⋅⋅
⋅=
QC
D b
ackg
roun
d su
ppre
ssed
ask
ing
for
larg
e p T
and
low
mT(e
,ME
T)
Bac
kgro
und
estim
ate
QC
D d
ijet
LS d
ata
even
ts w
ith n
on is
olat
ed e
lect
rons
γ+je
t LS
dat
a ev
ents
with
isol
ated
ele
ctro
ns
W+j
ets
MC
bas
ed e
stim
ate
Z/γ
*→ee
MC
bas
ed e
stim
ate
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1414
Sig
nal e
xtra
ctio
n4
regi
ons
in m
T(e
,ME
T)
and
elec
tron
is
olat
ion
split
into
OS
and
LS
sam
ples
Nor
mal
izat
ions
from
fit t
o da
ta
Res
ults
σ(p
p-ba
r→Z
)·B
R(Z→
ττ)
=
264
± 23
(st
at)
± 13
(sy
st)
± 15
(lu
m)
pbσ
(pp-
bar→
Z)·
BR
(Z→
ττ)
=
264
± 23
(st
at)
± 13
(sy
st)
± 15
(lu
m)
pb
Obs
erve
d:50
4B
ackg
roun
d:19
0 ±
18
OS
eve
nts
Iso
2:8
Iso
0:1
QC
DZ→
ττM
T
0:50
GeV
QC
DW
+jet
sM
T
50:1
00 G
eV
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1515
Sea
rche
s
Rec
ord
lum
ino
sity
3.15
·103
2cm
2 s-1
3.2
fb-1
on
tap
e!
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1616
MS
SM
Hig
gs s
ecto
r w
ith 2
dou
blet
s
h,H
(CP
-eve
n), A
(C
P-o
dd),
H±
h ex
pect
ed to
be
low
mas
s
tanβ
rele
vant
par
amet
er
In th
e lo
w m
ass
regi
on, h
dege
nera
te w
ith A
, at
larg
e ta
nβ
Acr
oss
sect
ion
enha
nced
by
tan2
β!
Ligh
t mas
s S
US
Y H
iggs
Hig
gs d
ecay
sbb
~90
%
ττ~
10%
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1717
Eve
nt s
elec
tion
Eve
nts
sele
cted
in th
e sa
mpl
e us
ed fo
r th
e Z→
ττcr
oss
sect
ion
mea
sure
men
tτ
Vis
ET
> 1
5(20
) G
eV&
lept
on E
T>
10
GeV
new
cha
nnel
, τeτ
µ
Bac
kgro
unds
W+
jets
Sup
pres
sed
with
ζ ζζζcu
t
Sof
t QC
DS
uppr
esse
d w
ith H
Tcu
t
Rem
aini
ng Q
CD
bac
kgro
und
τ eτ µ
chan
nel,
from
eve
nts
with
no
n-is
olat
ed le
pton
s
τ h c
hann
els,
com
pute
d fr
om
fake
rat
e pa
ram
eter
izat
ion
Z→
lles
timat
ed fr
om M
C
ME
Tp
vis
+=
ξςp
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1818
Res
ults
Sea
rch
acce
ptan
ce A
(mh=
100
GeV
) ~
1%
No
exce
ss w
.r.t
SM
pre
dict
ions
Like
lihoo
d fit
to th
e vi
s. m
ass
to s
et li
mits
thre
e fin
al s
tate
s as
sep
arat
e ch
anne
ls
back
grou
nds
subj
ect t
o ga
ussi
anco
nstr
aint
s
Rea
ch e
xten
ds b
elow
tanβ
~ 5
0 fo
r m
Ain
[120
;160
] GeV
Rea
ch e
xten
ds b
elow
tanβ
~ 5
0 fo
r m
Ain
[120
;160
] GeV
L =
1.8
fb-1
L =
1.8
fb-1
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
1919
Sta
ndar
d M
odel
Hig
gsT
he H
iggs
bos
on is
cru
cial
for
conf
irmin
g th
e S
M!
expe
cted
to b
e lo
w m
ass
( <
180
GeV
)
in th
e lo
w m
ass
regi
on, B
R (
H→
ττ)
~ 1
0%
reco
ver
acce
ptan
ce le
tting
W a
nd Z
to d
ecay
ha
dron
ical
ly
W →
lν(2
2%),
Z →
ll(6
%),
Z →
νν(2
0%)
W →
jj(6
7%),
Z →
jj(70
%)
Sea
rch
for
WH
, ZH
, VB
F H→
ττ, a
nd g
gfu
sion
in e
vent
s w
ith tw
o ta
usan
d tw
o je
tsS
earc
h fo
r W
H, Z
H, V
BF
H→
ττ, a
nd g
gfu
sion
in e
vent
s w
ith tw
o ta
usan
d tw
o je
ts
One
had
roni
can
d on
e le
pton
icta
u!
One
had
roni
can
d on
e le
pton
icta
u!
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2020
Eve
nt s
elec
tion
Eve
nts
sele
cted
if
τV
isE
T>
15
GeV
& le
pton
ET
> 1
0 G
eV
Tw
o je
ts w
ith c
orre
cted
ET
> 15
GeV
Vet
o Z
and
acc
ept e
vent
s w
ith O
S le
pton
s
Acc
epta
nce
A(m
=11
0 G
eV)
~ 5
%
Bac
kgro
unds
Dib
oson
, t-t
bar,
Dre
ll-Y
anfr
om M
C
QC
D (
dije
t,γ+
jet,W
+jet
) fr
om L
S d
ata
Cor
rect
ing
for
DY
con
trib
utio
n an
d W
+jet
char
ge c
orre
latio
n
Z→
ττcr
oss
sect
ion
mea
sure
men
t for
val
idat
ion
of b
ackg
roun
d m
odel
Bac
kgro
und
~ 37
0 ev
ents
Ver
y sm
all s
igna
l !
Bac
kgro
und
~ 37
0 ev
ents
Ver
y sm
all s
igna
l !
Dat
a: 4
00
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2121
Res
ults
Neu
ral N
etw
ork
tech
niqu
e!
Neu
ral N
etw
ork
tech
niqu
e!
Tra
in N
N fo
r m
ixed
Hig
gs s
igna
l vs
Z→
ττ(2
5% o
f bac
kgro
und,
ττ
peak
)
t-tb
ar(5
% o
f bac
kgro
und,
Q2 )
QC
D (
60%
of b
ackg
roun
d, e
nerg
y ra
nge)
Inpu
t 16
varia
bles
, ran
k w
ith it
erat
ive
met
hod
3 N
N s
core
s pe
r ev
ent,
choo
se th
e m
in. o
ne
No
exce
ss w
.r.t
SM
bac
kgro
und
L =
2.0
fb-1
L =
2.0
fb-1
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2222
Mor
e ex
otic
Hig
gs
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2323
Dou
ble
char
ged
SU
SY
Hig
gs
Left-
Rig
ht S
ymm
etric
Mod
el (
LRS
M)
Rig
ht h
ande
d w
eak
forc
e
Mec
hani
sm fo
r ge
nera
ting
neut
rino
mas
ses
Hig
gs s
ecto
r w
ith 3
new
trip
lets
10 s
cala
r bo
sons
, am
ong
whi
ch H
R/L
++/-
--
Hig
gs tr
iple
ts,
Littl
e H
iggs
mod
el
Hig
gs tr
iple
ts,
Littl
e H
iggs
mod
el
Dom
inan
t
prod
ucti
on
proc
ess
Γ ll’
~ h2
ll’⋅m
H
Yuk
awa
h ll’
give
mas
s to
neu
trin
osh l
τex
pect
ed to
be
larg
e!
CD
F E
xclu
sion
Lim
its:
m(
HL+
+/-
--)
> 1
12 (
114)
GeV
CD
F E
xclu
sion
Lim
its:
m(
HL+
+/-
--)
> 1
12 (
114)
GeV
L =
1.1
fb-1
L =
1.1
fb-1
Exc
lusi
on L
imits
: m
( H
L++
/---)
> 1
50 G
eVm
( H
R+
+/-
--)
> 1
27 G
eV
Exc
lusi
on L
imits
: m
( H
L++
/---)
> 1
50 G
eVm
( H
R+
+/-
--)
> 1
27 G
eV
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2424
In th
e M
SS
M, H
±co
uld
be li
ghte
r th
an th
e to
p
H±
from
t→bH
+
acce
ssib
le a
t Tev
atro
n!
prob
ing
mH
< m
t-mb
Top
BR
’s m
odifi
ed
Diff
eren
t top
olog
ies
in W
±an
d H
±de
cays
Cha
rged
Hig
gs
H-
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2525
New
par
ticle
s
In th
e M
SS
M, t
he li
ghte
st s
top
(t1)
can
be
very
ligh
t (la
rge
tanβ
scen
ario
s)
Ligh
ter
than
SM
top!
Dec
ay in
to τ
b t 1t 1
New
gau
ge b
oson
s
Z’,
ED
, …
Is th
e th
ird g
ener
atio
n sp
ecia
l ?
Z’,…
ττ
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2626
Tau
sat
AT
LAS
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2727
Sta
te o
f the
art
Tau
reco
nstr
uctio
n se
eded
from
cal
orim
eter
cel
l or
cha
rged
trac
k
Ene
rgy
flow
for
soft
taus
(fro
m 2
0 to
70
GeV
)
Cal
orim
eter
bas
ed is
olat
ion,
clu
ster
sha
pe a
nd
trac
k m
ultip
licity
Rad
ius
of E
M je
t
Isol
atio
n E
TE
M/E
TH
AD
0.1
<∆R
< 0
.2 fo
r E
> 7
0 G
eV
0.2
< ∆
R <
0.4
for
soft
taus
Impa
ct p
aram
eter
Cut
bas
ed o
r m
ultiv
aria
te c
lass
ifica
tion
Mis
iden
tific
atio
n ra
te a
s a
func
tion
of
jet t
ype
(qua
rk o
r gl
uon)
ener
gy a
nd η
effic
ienc
yfake rate
20<
Pt<
40G
eV40
<P
t<60
GeV
60<
Pt<
100G
eV10
0<P
t<14
0GeV
prel
imin
ary
Ligh
t Qua
rkG
luon
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2828
Hig
gs s
earc
hes
VB
F p
rodu
ctio
n w
ith H→
ττ�
For
war
d je
ts�
Col
linea
r ap
prox
imat
ion
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
2929
Con
clus
ions
The
tau
lept
on w
as d
isco
vere
d in
the
late
‘70
Ele
ctro
wea
k pr
oces
ses
invo
lvin
g ta
usar
e no
w
mea
sure
d pr
ecis
ely
CD
F (
and
D0)
est
ablis
hed
robu
st to
ols
for
iden
tifyi
ng h
adro
nica
lly
deca
ying
taus
at
hadr
onco
llide
r
Tau
spr
ovid
e in
sigh
ts in
to E
WK
sym
met
ry
brea
king
Tau
sar
e ex
celle
nt p
robe
s fo
r N
ew P
hysi
cs!
Abu
ndan
ce o
f tau
sin
SU
SY
, L-R
sym
met
ric
mod
els,
theo
ries
with
new
gau
ge b
oson
s, e
tc
Just
lim
its, s
o fa
r
But
mor
e da
ta to
com
e at
Tev
atro
n…
Whe
re is
the
Hig
gs b
oson
?W
here
is th
e H
iggs
bos
on?
And
a n
ew e
ra a
t the
LH
C!
And
a n
ew e
ra a
t the
LH
C!
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3030
Bac
kup
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3131
W a
t CD
F•
Ele
ctro
n re
ject
ion
90%
•V
isib
le m
ass
85%
QC
D
•U
se e
vent
s in
L3_
PS
100_
L1_M
ET
25
•S
elec
t onl
y ev
ents
with
taus
0.1<
EM
F<
0.9
–> a
ssum
e fla
t dis
trib
utio
n of
EM
F fo
r je
ts
W d
ecay
ing
into
ele
ctro
n+ne
utrin
o•
Low
fak
e ra
te, w
e ca
nnot
use
onl
y M
C b
ecau
se o
f lar
ge u
ncer
t
•B
ackg
roun
d if
real
ele
emitt
ed p
hoto
ns a
nd n
ot ID
as
elec
tron
->
use
the
phot
on
show
er in
form
atio
n
•T
ake
W in
to ta
uca
ndid
ates
with
EM
F >
0.9
(lik
ely
ele)
, plo
t ∆Z
(tra
ck,C
ES
) in
Wta
uM
C a
nd W
ele
MC
. Use
as
tem
plat
e, fi
t to
data
, fin
d th
e ba
ckgr
ound
SY
ST
EM
AT
ICS
•T
auID
4.5
% s
tat +
2.8
sys
•P
DF
2%
, mon
ojet
cut 2
.6%
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3232
Z a
t CD
FE
xtra
ct th
e si
gnal
:•
we
now
fit t
he e
xpec
ted
num
ber
of e
vent
s to
th
e ob
serv
atio
ns in
all
regi
ons
sim
ulta
neou
sly
and
extr
act a
ll th
e no
rmal
izat
ions
SY
ST
EM
AT
ICS
(%
)
LS e
vent
s
Iso
2:8
Iso
0:1
QC
DQ
CD
Pho
ton
+je
t
MT
0:50
GeV
QC
DW
+jet
sM
T
50:1
00 G
eV
Geo
met
rical
and
kin
emat
icac
cept
ance
(in
cl. P
DF
s) 3
.0E
lect
ron
ID 1
.9T
auID
3.0
Ele
ctro
n T
rigge
r E
ffici
ency
1.0
Tau
Trig
ger
Effi
cien
cy 1
.0T
opol
ogy
cuts
0.4
Bac
kgro
und
estim
atio
n 1.
3T
otal
: 5.0
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3333
MS
SM
h a
t CD
F
BA
CK
GR
OU
ND
SY
ST
EM
AT
IC U
NC
ER
TA
INT
IES
(%
)E
leID
2M
uon
ID 3
Tau
ID 3
Trig
ger
0.3-
1F
ake
back
grou
nd in
em
uch
anne
l 32
Fak
e ba
ckgr
ound
in ta
uch
anne
ls 6
-9T
heor
y cr
oss
sect
ion
2-13
PD
F 6
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3434
MS
SM
h a
t D0
NN
sel
ectio
n
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3535
MS
SM
h a
t D0
In th
e M
SS
M, t
he m
asse
s an
d co
uplin
gs o
f the
Hig
gs b
oson
s de
pend
on ta
n a
nd m
Aat
tree
leve
l. R
adia
tive
corr
ectio
ns in
trod
uce
addi
tiona
l dep
ende
ncie
s on
SU
SY
par
amet
ers.
In a
con
stra
ined
mod
el, w
here
un
icat
ion
of th
eS
U(2
) an
d U
(1)
gaug
ino
mas
ses
is a
ssum
ed, t
he m
ost r
elev
ant p
aram
eter
s ar
eth
e m
ixin
g p
aram
eter
Xt;
The
mas
s pa
ram
eter
;th
e ga
ugin
om
ass
term
M2;
the
glui
nom
ass
m~
g;th
e co
mm
on s
cala
r m
ass
MS
US
Y.
In th
is a
naly
sis,
the
mm
axh
and
no-m
ixin
g sc
enar
ios
are
stud
ied.
The
sce
nario
s ha
ve th
e fo
llow
ing
para
met
ers:
-m
max
h sc
enar
io:
Xt=
2 T
eV;
M2
= 0
:2 T
eV;
m~
g=
0:8
TeV
;M
SU
SY
= 1
TeV
.-
No
-mix
ing
sce
nar
io:
Xt=
0 T
eV;
M2
= 0
:2 T
eV;
m~
g=
1:6
TeV
;M
SU
SY
= 2
TeV
.
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3636
H+
+ a
t D0
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3737
SM
Hig
gs
BA
CK
GR
OU
ND
SY
ST
EM
AT
IC U
NC
ER
TA
INT
IES
(%
)T
rigge
r 0.
3-3
Ele
ID 2
Muo
nID
3T
auID
3JE
S 1
6M
C s
tat 0
.5N
orm
aliz
atio
n 2
MC
mod
el 2
0
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3838
�Search for
τ-sneutrino
�“S
ingl
e co
uplin
g do
min
ance
”
�λ’
311≠
0 an
d λ 1
32≠
0
�Lo
ok fo
r “b
ump”
in M
eµ µµµ
�M
uon
p T>
25
GeV
/c�
Ele
ctro
n E
T>
30
GeV
�S
M B
ackg
roun
d
�D
rell-
Yan
, dib
oson
, t-t
bar
Tau
sneu
trin
o(I
)
...
21'
++
=k
b ja i
ijkab
kb j
a iijk
abR
PV
DQ
LE
LL
Wλ
ελ
ε
New
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= 1
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!L
= 1
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Lept
on n
umbe
r vi
olat
ion
obse
rved
in th
e ne
utra
l sec
tor
�R
PV
term
s ad
ded
to th
e th
eory
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t if R
Pis
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late
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t if R
Pis
vio
late
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�S
M s
uppr
esse
d ve
toin
g�
even
ts w
ith s
ame
flavo
r le
pton
s
�ev
ents
with
ME
T >
15
GeV
not a
ligne
d w
ith
muo
nsor
with
mor
e th
an o
ne je
t ET
> 3
0 G
eV
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
3939
Tau
sneu
trin
o(I
I)
68D
ata
59.2
±5.3
Tot
al B
ackg
.
1.2±
0.2
WZ
1.4±
0.3
t-tb
ar
13.7
±1.5
WW
42.9
±4.2
Z/γ
*→ττ
Dat
aS
M B
ackg
r.arXiv:0711.
arXiv:0711.
arXiv:0711.
arXiv:0711.3207
3207
3207
3207
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4040
sνat
CD
F
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4141
AT
LAS
SM
H in
VB
F (
10/fb
)
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4242
Acc
epta
nce
x E
ffici
ency
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4343
H+
at L
HC
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4444
Tau
trig
gers
L1
L2
L3
•P
roce
ssor
farm
•F
ull e
vent
rec
onst
ruct
ion
•C
usto
m h
ardw
are
& c
omm
odity
pr
oces
sor
•C
alor
imet
er c
lust
erin
g, tr
ack
isol
atio
n, M
ET
•B
andw
idth
lim
itatio
ns
•C
usto
m d
esig
ned
hard
war
e
•T
rack
ing,
cal
orim
eter
tow
ers,
ME
T•
Prim
itive
s sh
ared
by
othe
r pa
ths
L3 o
utpu
t < 1
50 H
z
L2 o
utpu
t < 1
kH
z
L1 o
utpu
t < 3
0 kH
z
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4545
L2 T
autr
igge
rs
TA
UM
ET
ME
T >
20
Nar
row
isol
ated
jet E
> 1
0 G
eV
DIT
AU
Tw
o na
rrow
isol
ated
jets
E >
10
GeV
ELE
CT
RO
N &
TR
AC
KC
entr
al e
lect
ron
E >
8 G
eVIs
olat
ed tr
ack
p T>
5 G
eV
MU
ON
& T
RA
CK
Cen
tral
muo
np T
> 8
GeV
Isol
ated
trac
k p T
> 5
GeV
R =
σ⋅L
inst
R (
100⋅
E30
cm-2
s-1 )
=
14 *
100
/ 10
00 =
1.4
Hz
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4646
New
bos
ons
New
phy
sics
pre
dict
s ne
w g
auge
bo
sons
Eve
nts
with
τV
isE
T>
15
GeV
lept
on E
T>
10
GeV
Z’,…
τ h,τ
l
τ h
Vec
tor
Bos
on S
M c
oupl
ings
m(Z
’) >
399
GeV
Sca
lar
Bos
on sν
, λ’⋅B
=0.
01
m(s
ν) >
377
GeV
Vec
tor
Bos
on S
M c
oupl
ings
m(Z
’) >
399
GeV
Sca
lar
Bos
on sν
, λ’⋅B
=0.
01
m(s
ν) >
377
GeV
Obs
erve
d:4
Bac
kgro
und:
2.8
± 0.
5
Z’,
RP
V S
US
Y, E
D, …
.Z
’, R
PV
SU
SY
, ED
, ….
Bac
kgro
und
redu
ced
wit
h M
ET
cut
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4747
Dou
ble
Cha
rged
HE
vent
s co
llect
ed v
ia L
EP
TO
N&
TR
AC
K tr
igge
r τ
Vis
ET
> 1
5 G
eV&
lept
on E
T>
20
GeV
Spl
it in
to 2
exc
lusi
ve c
hann
els
+ ≥
1 is
olat
ed le
pton
can
dida
te w
ith E
T>
8 G
eV
Loos
e cu
ts y
ield
larg
e ac
cept
ance
!
Sig
nal e
xtra
ctio
n
30 <
m (
like
sign
pai
r) <
125
GeV
HT
> 1
90 G
eVin
thee
lept
on c
hann
el
HT
> 1
20 (
150)
GeV
in fo
ur le
pton
chan
nel
Bac
kgro
unds
QC
D, c
osm
ics,
W+j
ets,
Dre
ll-Y
an+j
ets
Mea
sure
d in
dat
a ev
ents
with
non
-isol
ated
lept
ons
Dib
oson
and
t-tb
arfr
om M
C
valid
ated
in c
ontr
ol r
egio
ns w
ith n
on-is
olat
ed le
pton
s an
d in
low
HT
regi
on
1 or
3 s
igna
l tra
cks
π0is
olat
ion
trac
k Is
olat
ion
mas
s <
1.8
GeV
Iso
late
d T
rack
Bac
kgro
und
from
mis
-mea
sure
d tr
acks
mig
ht c
onta
min
ate
sign
al r
egio
n.
Hig
hest
pT
trac
k :
σ(cu
rv) ≤
3⋅10
-6(s
ilic
on t
rack
s)
σ(cu
rv) ≤
7⋅10
-6(C
OT
tra
cks)
H +
+/--
- (m=1
00G
eV):
1.8
tt-b
ar:
0.06
Dre
ll-Y
an:
0.10
WZ
: 0.
09
ZZ
: 0
.02
3 le
pto
n c
han
nel
Apr
il 15
th, 2
008
Apr
il 15
th, 2
008
Tau
Lep
tons
at C
DF
, A.C
anep
aT
au L
epto
ns a
t CD
F, A
.Can
epa
4848