\documentclass[11pt]{article}
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\usepackage{my}
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\begin{document}
\section*{Inference Rules of G4ip (LJT)}
\begin{figure}[h]
\begin{center}
\begin{FramedTitled}{\-}
\centering
\def\arraystretch{3.0}
\begin{tabular}{cc}
\infer[Axiom]{\sequ{A,\Gamm}{A}}{} &
\infer[${\em false}-L$]{\sequ{\mbox{\em false},\Gamm}{G}}{}\\[-8mm]
($A$ being atomic) \\
\infer[\&$-L$]{\sequ{B \& C,\Gamm}{G}}
{\sequ{B,C,\Gamm}{G}} &
\infer[\&$-R$]{\sequ{\Gamm}{B \& C}}
{ \sequ{\Gamm}{B}
& \sequ{\Gamm}{C}}\\
\infer[\OR$-L$]
{\sequ{B\OR C,\Gamm}{G}}
{ \sequ{B,\Gamm}{G}
&\sequ{C,\Gamm}{G}} &
\infer[\OR$-R$_1]
{\sequ{\Gamm}{B\OR C}}
{\sequ{\Gamm}{B}}\hspace{3mm}
\infer[\OR$-R$_2]
{\sequ{\Gamm}{B\OR C}}
{\sequ{\Gamm}{C}}\\
\infer[\mbox{\tt ->}$-L$_1]
{\sequ{A\mbox{\tt ->} B,A,\Gamm}{G}}
{\sequ{B,A,\Gamm}{G}} &
\infer[\mbox{\tt ->}$-R$]
{\sequ{\Gamm}{B\mbox{\tt ->} C}}
{ \sequ{B,\Gamm}{C}}\\[-8mm]
($A$ being atomic)\\
\multicolumn{2}{c}{
\infer[\mbox{\tt ->}$-L$_2]
{\sequ{(C \& D)\mbox{\tt ->} B,\Gamm}{G}}
{\sequ{C \mbox{\tt ->} (D \mbox{\tt ->} B)\Gamm}{G}}} \\
\multicolumn{2}{c}{
\infer[\mbox{\tt ->}$-L$_3]
{\sequ{(C\OR D)\mbox{\tt ->} B\Gamm}{G}}
{\sequ{C\mbox{\tt ->}B,D\mbox{\tt ->}B,\Gamm}{G}}}\\
\multicolumn{2}{c}{
\infer[\mbox{\tt ->}$-L$_4]
{\sequ{(C\mbox{\tt ->} D)\mbox{\tt ->} B\Gamm}{G}}
{\sequ{D\mbox{\tt ->}B,\Gamm}{C\mbox{\tt ->} D} &
\sequ{B,\Gamm}{G}} }\\
%\infer[\mbox{\tt <->}$-L$]
% {\sequ{B\mbox{\tt <->} C,\Gamm}{G}}
% {\sequ{B\mbox{\tt ->} C, C\mbox{\tt ->} B,\Gamm}{G}
% } &
%\infer[\mbox{\tt <->}$-R$]
% {\sequ{\Gamm}{B\mbox{\tt <->} C}}
% { \sequ{\Gamm}{B\mbox{\tt ->} C} &
% \sequ{\Gamm}{C\mbox{\tt ->} B} }\\
\multicolumn{2}{c}
{ $B\mbox{\tt <->}C$ is defined as $B\mbox{\tt ->}C \& C\mbox{\tt ->}B$
}
\end{tabular}
\end{FramedTitled}
\caption{Inference rules for G4ip; see for example \cite{Dyckhoff92}.}
\label{fig:CL}
\end{center}
\end{figure}
\bibliography{/home/cu200/tex/bib/all}
\bibliographystyle{fullnames}
\end{document}
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