gg->H->WW (*) ->2 l group Les Houches 2005: preparation for Higgs discovery

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gg->H->WW gg->H->WW (*) (*) ->2 ->2 l l group group Les Houches 2005: Les Houches 2005: preparation for Higgs discovery preparation for Higgs discovery . Glover, J. Ohnemus and S. Willenbrock Rev., D 37 ( 1988 1988) 3193 rger, G. Bhattachatya, T, Han, B.A. Kniehl Rev., D43 (1991) 779 ttmar and H. Dreiner hep-ph/9703401 ttmar, H. Dreiner, G. Davatz, G. Dissertori, azzini, F. Pauss 2004 008 008 discovery ? discovery : background knowledge discovery : background knowledge and systematic is a k and systematic is a k

description

gg->H->WW (*) ->2 l group Les Houches 2005: preparation for Higgs discovery. E.W.N. Glover, J. Ohnemus and S. Willenbrock Phys. Rev., D 37 ( 1988 ) 3193 V. Barger, G. Bhattachatya, T, Han, B.A. Kniehl Phys. Rev., D43 (1991) 779 D. Dittmar and H. Dreiner hep-ph/9703401 - PowerPoint PPT Presentation

Transcript of gg->H->WW (*) ->2 l group Les Houches 2005: preparation for Higgs discovery

Page 1: gg->H->WW (*) ->2 l  group Les Houches 2005:  preparation for  Higgs discovery

gg->H->WWgg->H->WW(*)(*)->2->2ll group groupLes Houches 2005: Les Houches 2005:

preparation for Higgs discoverypreparation for Higgs discovery

E.W.N. Glover, J. Ohnemus and S. WillenbrockPhys. Rev., D 37 (19881988) 3193

V. Barger, G. Bhattachatya, T, Han, B.A. KniehlPhys. Rev., D43 (1991) 779

D. Dittmar and H. Dreiner hep-ph/9703401

M. Dittmar, H. Dreiner, G. Davatz, G. Dissertori, M. Grazzini, F. Pauss 2004

LHC 20082008 discovery ?

““Counting” discovery : background knowledge Counting” discovery : background knowledge and systematic is a key issueand systematic is a key issue

Page 2: gg->H->WW (*) ->2 l  group Les Houches 2005:  preparation for  Higgs discovery

gg->H->WWgg->H->WW(*)(*)->ll->lllist of topics for Workshoplist of topics for Workshop

• gg->WW background.gg->WW background. – Fetch gg->WW MC into CMS software; effect of Fetch gg->WW MC into CMS software; effect of

showering in PYTHIA (isolation, jet veto).showering in PYTHIA (isolation, jet veto).– Can it be separated in data from qq->WW ? Can it be separated in data from qq->WW ?

Extrapolation uncertainties.Extrapolation uncertainties.

• WbWb background with jet vetoWbWb background with jet veto– tt + Wt with jet veto. tt + Wt with jet veto. NLONLO – Effect of spin correlations in WbWbEffect of spin correlations in WbWb– Evaluation from data : theory + exp. systematicEvaluation from data : theory + exp. systematic

• Uncertainty of jet veto in gg->H with different Uncertainty of jet veto in gg->H with different MC’s and MC’s and UE “benchmarks”UE “benchmarks”

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30 % of total WW background30 % of total WW backgroundafter all cuts ! “signal like behaviorafter all cuts ! “signal like behavior

Signal

region

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200K parton level gg->W*W*->4l events were simulated during Workshop by Nikolas Kauer and propogated for PYTHIA showering and hadronization using MadGraph format and Les Houches interface

Questions : how much is the influence of jet veto, isolation due to ISR ? should we take it into account ?

CMS MCDB pageCMS MCDB page

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gg->W*W*->2l efficiencygg->W*W*->2l efficiencyGiovanna Davatz and Anne-Sylvie Giolo

Pythia without ISRPythia without ISR Pythia with ISRPythia with ISR

Basic cutsBasic cuts 0.47 0.34

+ jet veto 20 GeV 0.28

+ jet veto 30 GeV 0.31

Full selection cutsFull selection cuts 0.025 0.017

+ jet veto 20 GeV 0.014

+ jet veto 30 GeV 0.015

isolation

isolation

Isolation + jet veto with ISR bring ~ 20 + 10 % of reduction in Isolation + jet veto with ISR bring ~ 20 + 10 % of reduction in LOLO

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tt + Wt after jet veto are comparable tt + Wt after jet veto are comparable Normalization at NLONormalization at NLO - in a gauge invariant way- in a gauge invariant way - in a generator friendly way- in a generator friendly way

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Action plan by Fabio Maltoni, John Campbell and Scott Willenbrock: - Check that the neglected contributions are small in various areas of phase space - Provide reference numbers for normalization of background

S2W

S2W log S

2

S corrections

S2W

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Effect of spin correlations Effect of spin correlations in WbWb background in WbWb background

Anne-Sylvie Giolo

10 %

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tt reference region:

Events* for 10 fb-1

Higgs 0

DY 15

tt 280

tt bkg. evaluation from data and th. : 1st proposal

• no jet-veto• jet Pt > 50 GeV• one b-tagged jet (no veto on extra jets)

• same selections on leptons and MEt

Results for LO signal, DY and tt. Wt not included

* 2 final state

Les Houches Workshop, Marco Zanetti - INFN Padova

Exploit background Exploit background extrapolation methodextrapolation methodproposed by N. Kauerproposed by N. Kauerand D.Zeppenfeld inand D.Zeppenfeld inLes Houches 2003Les Houches 2003

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tt bkg. evaluation from data and th. : 2nd proposal

tt Reference Region: same selections as before but NO request for a b-tagged jet

• To be applied only for different flavor leptons final state (avoid DY)

Events* for 10 fb-1

Higgs 70

tt 1050

• Systematics coming from uncertainty on jets energy scale (~10%) and from jets misidentification. (10-4 for e’s and 10-5 for ’s). Possible contamination by W+2j

• Topology: ± + e-/+ +MEt+1j. Contamination from WW+j(s) (negligeble?)

Les Houches Workshop, Marco Zanetti - INFN Padova

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gg→H for different MCs:

uncertainties due to jet veto

Giovanna Davatz, ETH Zurich

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pT Higgs varies for different MCs (new showering for Pythia used)

Pythia now much more like Herwig and MCatNLO in low pt

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→ efficiency spread ≈ 10%

Differences vary over the pT spectrum:

Integrated efficiency over whole pT spectrum and up to a pT Higgs of 80 GeV:

Efficiency numbers of the jet veto

(without CASCADE up to 80 GeV 1%)

total up to 80 GeV

PYTHIA 0.53 0.68

HERWIG 0.54 0.68

MCatNLO 0.58 0.69

CASCADE 0.55 0.65

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→ efficiency spread < 1%

Integrated efficiency over whole pT spectrum and up to a pT Higgs of 80 GeV:

Efficiency numbers of the jet veto for MCatNLO, different scales

total up to 80 GeV

fac,ren = MH /2 0.585 0.685

fac,ren = MH 0.583 0.692

fac,ren = 2 MH 0.582 0.687

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Excellent collaboration Excellent collaboration between experimentalists and between experimentalists and

theorists in the grouptheorists in the group

THE ENDTHE END

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Comments CDF – Tune A

(PYTHIA6.206)PYTHIA6.214 – Tuned (ATLAS)

Generated processes (QCD + low-pT)

Non-diffractive inelastic + double diffraction

(MSEL=0, ISUB 94 and 95)

Non-diffractive + double diffraction

(MSEL=0, ISUB 94 and 95)

p.d.f. CTEQ 5L (MSTP(51)=7)

CTEQ 5L

(MSTP(51)=7)

Multiple interactions models

MSTP(81) = 1MSTP(82) = 4

MSTP(81) = 1

MSTP(82) = 4

pT min PARP(82) = 2.0PARP(89) = 1.8 TeV

PARP(90) = 0.25

PARP(82) = 1.8

PARP(89) = 1 TeV

PARP(90) = 0.16

Core radius 40% of the hadron radius

(PARP(84) = 0.4)

50% of the hadron radius

(PARP(84) = 0.5)

Gluon production mechanism

PARP(85) = 0.9PARP(86) = 0.95

PARP(85) = 0.33

PARP(86) = 0.66

αs and K-factors MSTP(2) = 1MSTP(33) = 0

MSTP(2) = 1

MSTP(33) = 0

Regulating initial state radiation

PARP(67) = 4 PARP(67) = 1

"Transverse" Charged Particle Density: dN/dd

0.00

0.25

0.50

0.75

1.00

1.25

0 10 20 30 40 50 60 70 80 90 100 110 120 130 140 150

PT(charged jet#1) (GeV/c)

"Tra

nsv

erse

" C

har

ged

Den

sity

CDF Run 1 Published

CDF Run 2 Preliminary

PYTHIA Tune A

||<1.0 PT>0.5 GeV/c

CDF Preliminarydata uncorrectedtheory corrected

PYTHIA6.2 tunningsPYTHIA6.2 tunnings(on the way for 6.3…)(on the way for 6.3…)

R. Field; CDF UE tuning method

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Discovery reaches with H->WW->2lDiscovery reaches with H->WW->2l

Excluded cross section timesBranching Ratio at 95% C.L.

+/- 5 % bkg. systematic were taken+/- 5 % bkg. systematic were takenboth in ATLAS and CMS; need moreboth in ATLAS and CMS; need morejustification; justification;

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“Counting experiment” – no sidebands

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Selection cuts (comparable to hep-ph/0503094)

• basic cuts:– pT lepton >20 GeV

– | lepton| <2.5

– ET miss > 25 GeV

– 2 isolated leptons

• Full selection cuts: basic cuts +– phi(ll) < 45

– mass(ll) < 35 GeV

– pT lmin >25 GeV

– 35 GeV < pT lmax <50 GeV

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Selection cuts without jet veto, scaled

Rapidity lplus Rapidity lminus mll

Et miss phill after basic cuts mll after b.c

N jets pt lmax pt lmin

- NO ISR- With ISR

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pT Higgs varies for different MCs old Pythia showering

Herwig without ME correction

High pt: Pythia + Herwig+ME ≈ same

Low pt: Herwig+ME and MCatNLO ≈ same

Low pt: different shape for Pythia