%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%%%% various definitions  and commands %%%%%%%%%%%%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%  
\def\Etmisscal{\hbox{$\rlap{\kern0.25em/}E_T^{cal}$}}
\def\Etmiss{\hbox{$\rlap{\kern0.25em/}E_T$}}
\newcommand{\MEt}{${\not \! \! E}_T$}
\newcommand{\MET}{\hbox{$\rlap{\,/}E_T~$}}
\newcommand{\vMET}{\hbox{$\rlap{\,/}\vec{E}_T~$}}
\newcommand{\tab}{\hspace*{0.5in}}
\newcommand{\up}{\vspace*{-1.0in}}
%
%\def \def \Bul {~~$\bullet $~}
\def \Bul {\ifmmode {\bullet }\else {$\bullet $\enskip}\fi}
\def \Ebul {\ifmmode {\circ }\else {$\circ $\enskip}\fi}
\def \imply {\ifmmode {\Rightarrow }\else {$\Rightarrow $}\fi}
%
%
\def \Deg {$^{\circ} $}
\def \Lsim {$ \sim$\llap {$^<$}}
\def \Gsim {$ \sim$\llap {$^>$}}
\def \ang {$^{\circ }$\llap A }  
%
\def\Ang{
\setbox0=\hbox{h}\dimen1=\ht0 \advance\dimen1 by-1ex
\rlap{\raise.67\dimen1\hbox{{}\hskip2pt\char'27}}A}
%(this def. of \Ang from gendoc.tex)
%
\def \lt {<}
\def \gt {>}
\def\ie{{\it i.e.} }
\def \viz{ {\it viz. }}
\def \etal {{\it et al.}}
\def \eg{{\it e.g.}}
\def \DZ {D\O ~}
\def \dz {D\O }
\def \DN {D\O Note~}
\def \DG {D\O GEANT~}
\def \Lum {{\cal L}}
\def \Bul {~~$\bullet $~}
\def \pbarp {$\overline{\rm p} {\rm p}$}
\def\ppbar{${\rm p}\overline{\rm p} $}
\def \Lum {{\cal L}}\def\squark{$\widetilde q$}             %squark
\def\gluino{$\widetilde g$}             %gluino

\newcommand{\ifb}{$ {\rm fb}^{-1}$}
\newcommand{\ttbar}{ {t} \bar{{t}} }
\newcommand{\mtop}{{m}_{t}}
\newcommand{\gevc}{GeV/$c^{2}$}
\newcommand{\bre}{$B\cdot \epsilon$}

%
%
\def\Do{\mbox{D\O}}
\def\ppb{$p \bar{p} $}
\def\pbp{$\bar {p} {p}$}
\def\ptmu{$p_T^{\mu}$}
\def\pt{$p_T$}
%
%%%%%%%%%%%%%%%%%
%%   Meena's definitions:
%%%%%%%%%%%%%%%%%%%%%%
\def\ptb{$p_T^b$}
\def\etamu{$\eta^{\mu}$}
\def\DTtof{\mbox{$\Delta T_{\mathrm{tof}}$}}
\def\dsdptmu{\mbox{d$\sigma_b^{\mu}/\mathrm{d}p_T^{\mu}$}}
\def\dsdptb{\mbox{d$\sigma^b/\mathrm{d}p_T^b$}}
\def\bb{\mbox{$b\bar{b}$}}
\def\tt{\mbox{$t\bar{t}$}}
\def\ttmj{\mbox{$t\bar{t}\rightarrow\,\mu + jets$}}
\def\ttaj{\mbox{$t\bar{t}\rightarrow\,all\ jets$}}
%\def\Zbb{\mbox{$Z^{\circ}\rightarrow\,b\bar{b}$}}
\def\Zbb{\mbox{$Z\rightarrow\,b\bar{b}$}}
\def\Hbb{\mbox{$H^{\circ}\rightarrow\,b\bar{b}$}}
\def\effi{\mbox{$\epsilon$}}
\def\JNX#1#2{JET\_#1\_#2}
\def\dsdptmu{\mbox{d$\sigma_b^{\mu}/\mathrm{d}p_T^{\mu}$}}
\def\dsdptb{\mbox{d$\sigma^b/\mathrm{d}p_T^b$}}
\def\bsdsphi{\mbox{$B_s \rightarrow D_s + \mu$}}
\def\bsds3pi{\mbox{$B_s \rightarrow D_s + 3\pi$}}
\def\bks{\mbox{$B \rightarrow K_s + J/\psi$}}
\def\dsphi{\mbox{$D_s + \mu$}}
\def\ds3pi{\mbox{$D_s + 3\pi$}}

\def\kspsi{\mbox{$K_s + J/\psi$}}
\def \imply {\ifmmode {\Rightarrow }\else {$\Rightarrow $}\fi}
%--- COMMANDS ---
\newcommand{\sleq} {\raisebox{-.6ex}{${\textstyle\stackrel{<}{\sim}}$}}
\newcommand{\sgeq} {\raisebox{-.6ex}{${\textstyle\stackrel{>}{\sim}}$}}
\newcommand{\mxtwo}{\mbox{$M^2_x$}}
\newcommand{\Qtwo}{\mbox{$Q^2$}}
\newcommand{\etamax}{\mbox{$\eta_{\rm max}$}}
\newcommand{\betan}{\mbox{$\beta\;$}}
\newcommand {\pom}  {I\hspace{-0.2em}P}
\newcommand {\apom} {\mbox{$\alpha_{_{\pom}}$}}
\newcommand {\xpom} {\mbox{$x_{_{\pom}}$}}
\newcommand {\xpomp}[1] {\mbox{$x^{#1}_{_{\pom}}\;$}}
\newcommand {\xpoma} {\mbox{$(1/x_{_{\pom}})^a\;$}}
\newcommand{\shif} {\hspace*{1.5in}}
\newcommand{\sshif} {\hspace*{0.5cm}}
%
%--- Frederic's Definitions 
%
\def\Do{\mbox{D\O}}
\def\pp{$p\bar{p}$}
\def\ptmu{$p_T^{\mu}$}
\def\ptb{$p_T^b$}
\def\pt{$p_T$}
\def\etamu{$\eta^{\mu}$}
\def\DTtof{\mbox{$\Delta T_{\mathrm{tof}}$}}
\def\dsdptmu{\mbox{d$\sigma_b^{\mu}/\mathrm{d}p_T^{\mu}$}}
\def\dsdptb{\mbox{d$\sigma^b/\mathrm{d}p_T^b$}}
\def\bkspsi{\mbox{$B_d^{\circ} \rightarrow K_s^{\circ} + J/\psi$}}
\def\bsdsphi{\mbox{$B_s^{\circ} \rightarrow D_s^- + \mu^+ + \nu_{\mu}$}}
\def\bsds3pi{\mbox{$B_s^{\circ} \rightarrow D_s^- + 3\pi^{\pm}$}}
\def\bsdslX{\mbox{$B_s^{\circ} \rightarrow D_s^- + \ell^+ + X$}}
\def\bsdsnpi{\mbox{$B_s^{\circ} \rightarrow D_s^- + n\pi^{\pm}$}}
%\def\bks{\mbox{$B_d^{\circ} \rightarrow K_s + J/\psi$}}
%\def\bks2{\mbox{$B_d^{\circ} \rightarrow J/\psi \, K_s$}}
\def\dskkp{\mbox{$D_s^- \rightarrow K^+ K^- \pi^-$}}
\def\dsphi{\mbox{$D_s^- + \mu^+$}}
\def\dsmunu{\mbox{$D_s^-\, \mu^+\, \nu_{\mu}$}}
\def\ds3pi{\mbox{$D_s^- + 3\pi^{\pm}$}}
\def\kspsi{\mbox{$K_s + J/\psi$}}
\def\psiks{\mbox{$\psi\,K_s$}}
\def\QQ{\mbox{$Q\bar{Q}$}}
\def\QQmumu{\mbox{$Q\bar{Q}\rightarrow \mu \mu$}}
\def\QQmu{\mbox{$Q\bar{Q}\rightarrow \mu$}}
\def\QQee{\mbox{$Q\bar{Q}\rightarrow e e$}}
\def\bb{\mbox{$b\bar{b}$}}
%
%
%
%%%%%%
%%  John Hobbs' definitions:
\def\ppb{p\overline{p}}
\def\bbb{b\overline{b}}
\def\qqb{q\overline{q}}
\def\ppVHqq{\ppb\rightarrow VH^0 \rightarrow \qqb\bbb}
\def\ppWHqq{\ppb\rightarrow WH^0 \rightarrow \qqb\bbb}
\def\ppZHqq{\ppb\rightarrow ZH^0 \rightarrow \qqb\bbb}
\def\ppWHln{\ppb\rightarrow WH^0 \rightarrow l\nu\bbb}

\def\JNX#1#2{JET\_#1\_#2}
\def\J3M{\JNX{3}{MED}}
\def\ptc#1{\multicolumn{2}{c||}{$p_T\ge{#1}$}}
\def\bc#1{\multicolumn{2}{c||}{$b\ge{#1}$}}
\def\qqb{q\overline{q}}
\def\ppVHqq{\ppb\rightarrow VH^0 \rightarrow \qqb\bbb}
\def\ppWHqq{\ppb\rightarrow WH^0 \rightarrow \qqb\bbb}
\def\ppZHqq{\ppb\rightarrow ZH^0 \rightarrow \qqb\bbb}
\def\ppWHln{\ppb\rightarrow WH^0 \rightarrow l\nu\bbb}
\def\JNX#1#2{JET\_#1\_#2}
\def\J3M{\JNX{3}{MED}}
\def\ptc#1{\multicolumn{2}{c||}{$p_T\ge{#1}$}}
\def\bc#1{\multicolumn{2}{c||}{$b\ge{#1}$}}
\def\Sc#1{\multicolumn{2}{c||}{$S\ge{#1}$}}
\def\mct#1{\multicolumn{2}{c||}{#1}}
\def\effi{$\epsilon$}
\def\insertfig#1{
  \openin 1 #1
  \ifeof 1
    \closein 1
    \typeout{File #1 does not exist} \vskip 1truecm
    \centerline{\fbox{DUMMY INSERTFIG}} \vskip 1truecm
  \else
    \closein 1
    \typeout{Reading figure in #1}
    \centerline{{\epsfbox{#1}}}
%    \leavevmode\epsfbox{#1}
  \fi
}
%%%% end of John Hobbs' definitions  %%%%%%%%%%%%%%%%%%%%%%%%%


