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Jet Prob optimization for the s-channel search Hideki Maehashi University of Tsukuba 7/28/2008 Contents 1.Single Top Search 2.Jet Probability 3.Event Selection.

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Presentation on theme: "Jet Prob optimization for the s-channel search Hideki Maehashi University of Tsukuba 7/28/2008 Contents 1.Single Top Search 2.Jet Probability 3.Event Selection."— Presentation transcript:

1 Jet Prob optimization for the s-channel search Hideki Maehashi University of Tsukuba 7/28/2008 Contents 1.Single Top Search 2.Jet Probability 3.Event Selection & Jet Probability threshold 4.Results 5.Summary

2 Single Top Search What we want to know Intensity of weak interaction (Wtb) There are many events which include b-jets in final state.(Background) Single Top s-channel cross section is too small. To remove many background, we use some event selections and 2 b-jet tagging.

3 b-jet tagging (2 way) Secondary Vertex Jet Probability Because b-quark have a life time, b do not decay at a collision point of p and anti p p anti p b t b-jet primary vertex secondary vertex SV JP

4 Jet Probability indicate likelihood of light flavor and is depended on it’s threshold. If it’s threshold is changed, sensitivity will change. Jet Probability Optimization In single top group we use 5% Jet Prob Threshold, but nobody estimated which threshold makes sensitivity the best, so this time I did. Jet Probability Threshold Number of Jet Probability Tag 5% which is the best sensitivity?

5 Jet Probability Distribution s-channelt-channelW+bb ttW+jetsW+cc

6 29 kinds of threshold = 0.1% 0.3% 0.5% 1% 2% 3% 4% 5% 8% 10% 12% 15% 20% 25% 30% 35% 40% 45% 50% 55% 60% 65% 70% 75% 80% 85% 90% 95% 100% Ratio of JP, SV and at least 1SV tag

7 Event Selection Exact one high P T Trigger lepton (P T > 20GeV) Large missing Transverse Energy (E T > 25GeV) Two high P T jets with|η|<2.8 Cosmic rejection, Dilepton rejection, Zboson rejection Choose 2 b-jet events Likelihood Function Discriminant (LFD >0.7)

8 threshold ①0.1% 0.3% 0.5% 1% 2% 3% 4% 5% 8% 10% 12% 15% 20% 25% 30% 35% 40% 45% 50% 55% 60% 65% 70% 75% 80% 85% 90% 95% 100% ②W + jets and nonW need Mistag Rate 0.1% 0.3% 0.5% 1% 2% 3% 4% 5% 10% Signal and Background Signal : s-channel Background : t t W+bb W+charm W+jets WW WZ Zbb Zcc Z+jets ZZ nonW t-channel All backgrounds are predicted by standard model.

9 Signals, Backgrounds and Sensitivities Sensitivities saturate around 10% Jet Probability threshold LFD>0.7 no mistag 29 threshold Sensitivities = Signal Background

10 Signals, Backgrounds and Sensitivities LFD>0.7 mistag 9 threshold Sensitivities are maximized at 10% Jet Probability threshold

11 Including systematic uncertainty Sensitivities = Signal B stat + (ΔB sys ) 2 When Jet Probability’s threshold is 5% sensitivity can be max s-channel : 18.1% t-channel : 18.5% tt : 21.7% WW : 11.2% WZ : 10.9% ZZ : 11.6% Zjet : 40.6% Zbb : 15.3% Zcc : 15.5% mistag : 71.2% nonW : 80.0%

12 Including systematic uncertainty no mistag 29 kinds of threshold mistag 9 kinds of threshold

13 Conclusion thre Sig BKG S/B S/sqrt(B) ΔB S/sqrt(B+ΔB ) 0.1 1.50 26.8 5.62×10 0.291 6.16 0.187 0.3 2.41 42.7 5.64×10 0.368 9.93 0.202 0.5 3.00 55.2 5.44×10 0.404 12.4 0.208 1 3.99 88.2 4.53×10 0.425 19.6 0.184 2 5.20 124 4.18 ×10 0.467 25.0 0.190 3 5.99 141 4.23×10 0.503 28.0 0.197 4 6.65 160 4.15×10 0.525 30.8 0.200 5 7.12 174 4.10×10 0.540 32.9 0.201 10 8.57 238 3.60×10 0.556 43.2 0.187 2 2 2 2 2 2 2 2 2 2 I did Jet Prob Optimization I found which threshold makes sensitivity the best in 29 kinds (9 kinds : mistag) of threshold and estimated with systematic uncertainty. 5% threshold is the best threshold to make sensitivity max.

14 Jet Probability Distribution I used Monte Carlo simulation of


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