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Higgs  update Catalin and Tony May 22, 2007

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Presentation on theme: "Higgs  update Catalin and Tony May 22, 2007"— Presentation transcript:

1 Higgs  update Catalin and Tony May 22, 2007

2 FTKL2 details Et thresholds: See figure below: Red cone: Rs = 0.07
Green cone: Ri = 0.1 Pale blue cone: Ro = 0.4 Et thresholds: Only look at jets with Et > 15GeV and |eta|<2.4 Only look at tracks with Et > 1GeV Highest-Pt track threshold – vary this between 1 and 7 GeV (next pages

3 Had-had results (%) Scenario (#in, #out) Pt(min)= 1GeV 3GeV 5GeV 7GeV
(3, 0) Per event 91.2 90.9 89.5 87.3 (3, 1) 97.4 97.3 96.3 94.9 Per jet 44.9 44.4 42.9 40.6 58.1 57.5 55.2 51.9 “Per Event” means the ratio is #events passing FTK L2 / #events passing L1 “Per Jet” means the ratio is #jets passing FTK L2 / #jets from events passing L1

4 Lep-had results (%) Scenario (#in, #out) Pt(min)= 1GeV 3GeV 5GeV 7GeV
(3, 0) Per event 79.5 78.7 76.7 74.5 (3, 1) 89.6 88.9 87.2 85.0 Per jet 38.2 37.6 36.3 34.7 49.7 49.0 47.2 44.8

5 Better dijet rejection?
Vary the cut on Pt of signal track and look at L2 efficiency (per event). Raising the cut improves rejection by 1/3 to 1/2 (3.1)

6 Tau jets For the (3,1) case, look at several distributions
Min R (jet-i) where i are the truth taus About 85% of the jets passing our LVL1+(3,0) FTK come from the truth taus. For (3,0) this fraction is 92%.

7 More on tau jets Select jets with R (jet-i)<0.1

8 Comparison to CMS thanks Paola
jet reco. jet reco. + tracker sel. jet reco. + tracker sel. + -no neutral activity- / LR sel Loop over jets and require a R (jet-i)<0.15 match to the truth taus. Fractions in Et bin: (3,1) (3,0) 30-50 GeV 92.3% 50-70 GeV 95.4% GeV 95.4% GeV 97.6% 4% of truth taus outside the eta range of 2.4 H0 TauTau evts Rm =0.1, Ri = 0.45, Rs = [ ] depending t ET PT_lead_track> 6 GeV, Pt tracks > 1 GeV inside Rs & Ri

9 Next steps New samples appear to give sensible results
Investigate and quantify the gains from the new triggers (ditau and lep-tau) Look at both signal channels and dijet samples and find the optimal thresholds and scenario for H->tautau potential


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