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Revision 1.5 by benhoob, Fri Jun 29 18:23:24 2012 UTC

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1 \section{Introduction}
2 \label{ref:intro}
1  
2   This note presents a search for the production of supersymmetric (SUSY) stop quark pairs in events with a
3   single isolated lepton, several jets, missing transverse energy, and large transverse mass. We use the full
# Line 16 | Line 14 | to have large branching fractions if the
14   \end{itemize}
15  
16   Both of these signatures contain high transverse momentum (\pt) jets including two b-jets, and missing transverse
17 < energy (\MET) due to the invisible $\chi^0_1$ lightest SUSY particles (LSP's). In addition, the presence of
17 > energy (\met) due to the invisible $\chi^0_1$ lightest SUSY particles (LSP's). In addition, the presence of
18   two W bosons leads to a large branching fraction to the single lepton final state. Hence we require the presence
19 < of exactly one isolated, high \pt electron or muon, which provides significant suppression of several backgrounds
19 > of exactly one isolated, high \pt\ electron or muon, which provides significant suppression of several backgrounds
20   that are present in the all-hadronic channel. The largest backgrounds for this signature are semi-leptonic \ttbar\
21   and \wjets. These backgrounds contain a single leptonically-decaying W boson, and the transverse mass (\mt)
22 < of the lepton-neutrino system has a kinematic endpoint requiring \mt $<$ $M_W$. For signal stop quark events,
23 < the presence additional LSP's in the final states allows the \mt to exceed $M_W$. Hence we search for an excess
22 > of the lepton-neutrino system has a kinematic endpoint requiring \mt\ $<$ $M_W$. For signal stop quark events,
23 > the presence of additional LSP's in the final states allows the \mt\ to exceed $M_W$. Hence we search for an excess
24   of events with large \mt. The dominant background in this kinematic region is dilepton \ttbar\ where one of the
25   leptons is not identified, since the presence of two neutrinos from leptonically-decaying W bosons allows the
26   \mt\ to exceed $M_W$. Backgrounds are estimated from Monte Carlo (MC) simulation, with careful validation
# Line 30 | Line 28 | and determination of scale factors and c
28  
29   The expected stop quark pair production cross section (see Fig.~\ref{fig:stopxsec}) varies between O(10) pb
30   for $m_{\tilde{t}}=200$~GeV and O(0.01) pb for $m_{\tilde{t}}=500$~GeV. The critical challenge of this analysis
31 < is due to the fact that for light stop quarks with a mass close to the top quark, the production cross section is
32 < large but the kinematic distributions, in particular \mt, are very similar to SM \ttbar\ production, such that it becomes very
31 > is due to the fact that for light stop quarks ($m_{\tilde{t}} \approx m_t$), the production cross section is
32 > large but the kinematic distributions, in particular \mt, are very similar to SM \ttbar\ production. In this regime
33 > it becomes very
34   difficult to distinguish the signal and background. For large stop quark mass the kinematic distributions differ
35   from those in SM \ttbar\ production, but the cross section decreases rapidly, reducing the signal-to-background
36   ratio.
37  
38   \begin{figure}[hbt]
39    \begin{center}
40 <        \includegraphics[width=0.4\linewidth]{plots/stop.pdf}
40 >        \includegraphics[width=0.5\linewidth]{plots/total_scale_pdf_LHC-eps-converted-to.pdf}
41          \caption{
42            \label{fig:stopxsec}\protect
43            The stop quark pair production cross section in pb, as a function of the stop quark mass.}

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