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Discrimination of new physics models with ILC
arXiv: , Submitted to PRD Taikan Suehara (ICEPP, The Univ. of Tokyo), M. Asano(Tokyo), T. Saito(Tohoku), K. Fujii(KEK), R.S. Hundi(IACS), H. Itoh(Tokyo), S. Matsumoto(Tokyo), N. Okada(Alabama), Y. Takubo(KEK), H.Yamamoto(Tohoku)
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Introduction ‘New physics with a WIMP’ is a charming scenario
Dark matter Hierarchy problem If LHC finds a hint of that, the characteristics must be investigated in detail -> ILC! ‘Spin of new particle’ is a first discriminator of the new physics models -> We investigate it in ILC.
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Three models Inert Higgs SUSY Littlest Higgs with T-parity
WIMP: hI (scalar) Visible: h± (scalar) SUSY WIMP: c0 (fermion) Visible: c± (fermion) Littlest Higgs with T-parity WIMP: AH (vector) Visible: WH± (vector) All give 2W + 2WIMP fs.
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Sample points/tools 2 points (the same for 3 models)
Point I: m(c+) = 232 GeV, m(c0) = 44.0 GeV √s = 500 GeV, 500 fb-1, full simulation Point II: m(c+) = 368 GeV, m(c0) = 81.9 GeV √s = 1 TeV, 500 fb-1, fast simulation Cross section is normalized (200fb & 40fb). NO Initial polarization Use W hadronic decay (cut leptonic events)
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Basic strategies Selection by cuts Mass determination
Individual optimization for Point I/II studies Mass determination Fit to identify edges of W energy spectrum Separate three models by spin Production angle of c+- pair Threshold scan 3 point scan with 50 fb-1 each
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ILD detector & framework
Event generation (signal, SM background) Stdhep event files Full-MC simulation (GEANT4) Hit, MC info(LCIO file) Tracking Particle Flow Flavor tagging etc. Event reconstruction ILD detector (ILD00) Vertex: Si pixel (3x2 layers) Silicon Tracker: 4 layers TPC(main tracker) ECAL (0.5x0.5 cm tile, Si/W) HCAL (3x3 cm tile, Sci/Fe) Solenoid (3.5Tesla) Muon detector Particle information (ROOT tree) Analysis Event weighting Separation cuts Analysis (mass, angle…)
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Selection cuts (Point I)
BG suppression cuts “qqqq (non-b) + missing” 4-jet clustering (Durham) # Track >= 20 160 < Evis < 400 GeV each Ejet > 5GeV |cosq|jet < 0.99 unlike 3jet (yth,3 > 0.001) each jet has >= 2tracks no > 25 GeV leptons |cosq|miss < 0.9 sum |cosq| < 2.6 sum b-quark prob. < 1 kinematic fit converged 65 < mW < 95 GeV
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Selection efficiency (Point I)
IH eff: 59.8%, pur (200 fb): 78.6%, pur (40 fb): 42.3% SUSY eff: 58.3%, pur (200 fb): 77.7%, pur (40 fb): 41.0% LHT eff: 58.9%, pur (200 fb): 78.2%, pur (40 fb): 41.8% Acceptable selection performance
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Mass determination PII PI 200 fb (w/bg) 40 fb (bg sub- tracted)
Empirical function with edges
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Mass resolution Point I (MC: 231.6/44.0) Point II (MC: 368/81.9)
Visible (200 fb) WIMP (40 fb) IH-like 232.9 ± 0.1 44.2 ± 0.6 231.8 ± 0.4 46.2 ± 1.9 SUSY-like 232.7 ± 0.1 43.6 ± 0.7 232.2 ± 0.5 45.8 ± 2.3 LHT-like 232.1 ± 0.1 43.8 ± 0.5 231.5 ± 0.5 45.9 ± 1.8 Visible (200 fb) WIMP (40 fb) IH-like 367.4 ± 0.9 81.2 ± 1.1 366.5 ± 3.4 80.5 ± 4.7 SUSY-like 368.5 ± 0.8 81.6 ± 1.1 370.7 ± 2.8 82.5 ± 4.5 LHT-like 367.5 ± 0.6 82.1 ± 0.8 367.2 ± 2.0 84.0 ± 2.7
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Production angle Production angle of the visible new particle can be calculated from W directions with masses of new particles and back-to-back assumption. The angle has spin info. but two-fold ambiguity (solution of 2nd equation) exists. ~30 % of the events are cut out because of negative discriminant.
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Reco. (2 solutions added)
1D distribution PI PII MC truth Reco. (2 solutions added)
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2D distribution PII PI Similar distributions between SUSY – LHT in Point I Other pairs seem to be distinguishable Obtain c2 of toy-MC data (with Poisson fluctuation) to each template
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Chi-square distributions
PI PII
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Separation power results
Separation power is defined as (reduced c2 – 1) divided by width of (data = template) distribution PI PII 200 fb IH-like tmpl. SUSY-like tmpl. LHT-like tmpl. IH-like - 63 43 SUSY-like 53 4.9 LHT-like 35 200 fb IH-like tmpl. SUSY-like tmpl. LHT-like tmpl. IH-like - 109 82.5 SUSY-like 216 75.0 LHT-like 156 46.0 40 fb IH-like tmpl. SUSY-like tmpl. LHT-like tmpl. IH-like - 8.9 6.0 SUSY-like 7.5 0.7 LHT-like 4.9 0.8 40 fb IH-like tmpl. SUSY-like tmpl. LHT-like tmpl. IH-like - 29.1 23.9 SUSY-like 46.8 21.6 LHT-like 30.9 9.4
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Threshold scan PI PII s ~ (s-s0)0.5 (SUSY), (s-s0)1.5 (IH/LHT) near threshold Cross section vals at 3 CMS points are fitted by two functions, Obtain chi2 to each func. with 50 fb-1 luminosity (x3 pts) Background, cut eff. is assumed to be same as the previous analysis a, s0 : free params
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Threshold scan, chi2 PI PII Power of 0.5 Power of 1.5
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Summary We studied model separation using spin
Inert Higgs (scaler), SUSY (fermion) and LHT (vector) Separation possible in both point I & II with 40 fb, 500 fb-1 statistics For Point I, separation can be completed with combination of production angle (IH-like & others) and threshold scan (SUSY-like & others) For Point II, production angle is enough Future works Mass dependence t-channel contribution
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