Abstract

We present a measurement of the charge asymmetry in top-antitop production using data corresponding to an integrated luminosity of 0.70 fb-1 of proton-proton collisions at √s = 7 TeV collected by the ATLAS detector. The top pair events decaying semileptonically (lepton+jets channel) to either an electron or muon, missing transverse energy and at least four jets are selected. The reconstruction of the events was performed using a kinematic likelihood approach. The difference of absolute values of top and antitop rapidities is used to define the charge asymmetry: AC = (N(|ΔY| > 0) − N(|ΔY| < 0)) / (N(|ΔY| > 0) + N(|ΔY| < 0)). To allow comparisons with theory calculations, a Bayesian unfolding technique is applied to correct the measured |ΔY| distributions for acceptance and detector effects. The top charge asymmetry in both channels (e and mu) after correction is measured to be: AC = -0.009 ± 0.023(stat) ± 0.032(syst) (e+jets channel) and AC = -0.028 ± 0.019(stat) ± 0.022(syst) (μ+jets channel) giving a combined result of : AC = -0.024 ± 0:016(stat) ± 0.023(syst). These results are compatible with the Standard Model predictions of AC = 0.006.

Highlights

  • Background determinationThe estimation of the background is done by using a datadriven technique

  • This paper presents the measurement of the charge asymmetry AC using ttevents decaying semi-leptonically to either an electron or muon and at least four jets using data corresponding to an integrated luminosity of 0.7 f b−1 [3]

  • The method used for evaluating the Quantum ChromoDynamics (QCD) multijet background with fake and non-prompt leptons in both the electron and muon channels is the so called ’ Matrix Method’, which relies on defining loose and tight event samples and measuring the efficiencies of real and fake ( f ake) loose leptons to be selected as tight leptons

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Summary

Background determination

The method used for evaluating the QCD multijet background with fake and non-prompt leptons in both the electron and muon channels is the so called ’ Matrix Method’, which relies on defining loose and tight event samples and measuring the efficiencies of real ( real) and fake ( f ake) loose leptons to be selected as tight leptons. In addition to the backgrounds mentioned previousely, there are small background contributions (the single top production, Z + jets and diboson events) which are evaluated using MC normalized to the event (N)NLO cross sections

Event yield
Unfolding the top charge asymmetry
Results

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