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whizard-plots.tex

\documentclass[12pt]{article}
\usepackage{gamelan}
\usepackage{amsmath}
\begin{document}
\begin{gmlfile}
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf{\large\texttt{WHIZARD} data analysis}\hfill\today
\begin{flushleft}
\textbf{Process:}
\verb|nnbb| ($ e^- e^+ \to \nu_e \bar\nu_e b \bar b$) \\
\end{flushleft}
%
\begin{displaymath}
\sqrt{s} = 209.0 \;\textrm{GeV}\qquad
\int\mathcal{L} = 100.0 \;\textrm{fb}^{-1}
\end{displaymath}
\begin{center} \unitlength 1mm
\begin{gmlgraph*}( 130 , 90 )[dat]
setup(linear,log); graphrange (#0.00,#.1), (#209.,??);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
plot(mmis)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(dat, dat.base/\) withcolor .9white outlined;
label.ulft(<<\#evt/bin>>, out);
label.bot(<< $M_{\rm inv}$ [\textrm{GeV}] of $( 3)$>>, out);
\end{gmlgraph*}
\end{center}
%
\begin{align*}
\sigma_{\rm tot} &= 106.56 \quad \pm 0.605 \;\textrm{fb}
\quad [\pm 0.57\;\%]
& n_{\rm evt,\ tot} &= 10656
\\
\sigma_{\rm cut} &= 106.56 \quad \pm 1.03 \;\textrm{fb}
\quad [\pm 0.97\;\%]
& n_{\rm evt,\ cut} &= 10656 \quad
[ 100.00 \;\%]
\end{align*}
%
%
\newpage
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf{\large\texttt{WHIZARD} data analysis}\hfill\today
\begin{flushleft}
\textbf{Process:}
\verb|nnbb| ($ e^- e^+ \to \nu_e \bar\nu_e b \bar b$) \\
\end{flushleft}
%
\begin{displaymath}
\sqrt{s} = 209.0 \;\textrm{GeV}\qquad
\int\mathcal{L} = 100.0 \;\textrm{fb}^{-1}
\end{displaymath}
\begin{center} \unitlength 1mm
\begin{gmlgraph*}( 130 , 70 )[dat]
setup(linear,log); graphrange (#0.00,#.5), (#209.,#1e4);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(dat, dat.base/\) withcolor .9white outlined;
label.ulft(<<\#evt/bin>>, out);
label.bot(<< $M_{\rm inv}$ [\textrm{GeV}] of $(b\bar b)$>>, out);
standardgrid.lr();
standardgrid.bt(4,20);
\end{gmlgraph*}
\end{center}
%
\begin{align*}
\sigma_{\rm tot} &= 106.56 \quad \pm 0.605 \;\textrm{fb}
\quad [\pm 0.57\;\%]
& n_{\rm evt,\ tot} &= 10656
\\
\sigma_{\rm cut} &= 106.56 \quad \pm 1.03 \;\textrm{fb}
\quad [\pm 0.97\;\%]
& n_{\rm evt,\ cut} &= 10656 \quad
[ 100.00 \;\%]
\end{align*}
%
%
\newpage
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf{\large\texttt{WHIZARD} data analysis}\hfill\today
\begin{flushleft}
\textbf{Process:}
\verb|nnbb| ($ e^- e^+ \to \nu_e \bar\nu_e b \bar b$) \\
\end{flushleft}
%
\begin{center}
\begin{tabular}{l|cc}
\textbf{Cut} & Lower bound & Upper bound\\
\hline
$M_{\rm inv}$ [\textrm{GeV}] of $( 12, 12)$ & $ 114.00 $ & $ 116.00 $\\
\end{tabular}
\end{center}
%
\begin{displaymath}
\sqrt{s} = 209.0 \;\textrm{GeV}\qquad
\int\mathcal{L} = 100.0 \;\textrm{fb}^{-1}
\end{displaymath}
\begin{center} \unitlength 1mm
\begin{gmlgraph*}( 130 , 70 )[dat]
setup(linear,log); graphrange (#0.00,#.5), (#209.,#1e4);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(mmis, dat.base/\) withcolor .9white outlined;
fill piecewise from(dat, dat.base/\) withcolor .7white outlined;
label.ulft(<<\#evt/bin>>, out);
label.bot(<< $M_{\rm inv}$ [\textrm{GeV}] of $(\nu\bar\nu)$>>, out);
standardgrid.lr();
standardgrid.bt(4,20);
\end{gmlgraph*}
\end{center}
%
\begin{align*}
\sigma_{\rm tot} &= 106.56 \quad \pm 0.605 \;\textrm{fb}
\quad [\pm 0.57\;\%]
& n_{\rm evt,\ tot} &= 10656
\\
\sigma_{\rm cut} &= 21.350 \quad \pm 0.462 \;\textrm{fb}
\quad [\pm 2.16\;\%]
& n_{\rm evt,\ cut} &= 2135 \quad
[ 20.04 \;\%]
\end{align*}
%
%
\newpage
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf{\large\texttt{WHIZARD} data analysis}\hfill\today
\begin{flushleft}
\textbf{Process:}
\verb|uubb_qcd| ($ e^- e^+ \to u \bar u b \bar b$) \\
\end{flushleft}
%
\begin{displaymath}
\sqrt{s} = 209.0 \;\textrm{GeV}\qquad
\int\mathcal{L} = 100.0 \;\textrm{fb}^{-1}
\end{displaymath}
\begin{center} \unitlength 1mm
\begin{gmlgraph*}( 130 , 70 )[dat]
setup(linear,log); graphrange (#0.00,#.5), (#209.,#1e4);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(dat, dat.base/\) withcolor .9white outlined;
label.ulft(<<\#evt/bin>>, out);
label.bot(<< $M_{\rm inv}$ [\textrm{GeV}] of $(u\bar u)$>>, out);
\end{gmlgraph*}
\end{center}
%
\begin{align*}
\sigma_{\rm tot} &= 23.776 \quad \pm 0.161 \;\textrm{fb}
\quad [\pm 0.68\;\%]
& n_{\rm evt,\ tot} &= 2378
\\
\sigma_{\rm cut} &= 23.776 \quad \pm 0.488 \;\textrm{fb}
\quad [\pm 2.05\;\%]
& n_{\rm evt,\ cut} &= 2378 \quad
[ 100.00 \;\%]
\end{align*}
%
%
\end{gmlfile}
\end{document}

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