\batchmode
%
\documentclass[10pt,letterpaper,oneside,onecolumn]{article}
\makeatletter
\usepackage[]{fontenc}
\usepackage[dvips]{epsfig}


\makeatletter












\makeatother


\pagestyle{plain}
\setcounter{secnumdepth}{3}
\setcounter{tocdepth}{3}

\def\LyX{L\kern-.1667em\lower.25em\hbox{Y}\kern-.125emX\spacefactor1000}

\newcommand {\lyxtitle}[1] {\thispagestyle{empty}
\global\@topnum\z@
\section*{\LARGE \centering \sffamily \bfseries \protect#1 }
}

\newcommand {\lyxline}[1]{
{#1 \vspace{1ex} \hrule width \columnwidth \vspace{1ex}}
}

\newenvironment {lyxbibliography}
{
\begin{thebibliography}{99}}
{\end{thebibliography}}

\def\lxq{"}

\newenvironment {lyxcode}
{\list{}{
\rightmargin\leftmargin
\raggedright
\itemsep 0pt
\parsep 0pt
\ttfamily
}\item[]
}
{\endlist}

\newcommand {\lyxlabel}[1]{#1 \hfill}

\newenvironment {lyxlist}[1]
{\begin{list}{}
{\settowidth{\labelwidth}{#1}
\setlength{\leftmargin}{\labelwidth}
\addtolength{\leftmargin}{\labelsep}
\renewcommand  {\makelabel}{\lyxlabel}}}
{\end{list}}

\newcommand {\lyxletterstyle}{
\setlength\parskip{0.7em}
\setlength\parindent{0pt}
}

\newcommand {\lyxaddress}[1]{
\par {\raggedright #1 
\vspace{1.4em}
\noindent\par}
}

\newcommand {\lyxrightaddress}[1]{
\par {\raggedleft \begin{tabular}{l}\ignorespaces
#1
\end{tabular}
\vspace{1.4em}
\par}
}

\newcommand {\lyxformula}[1]{
\begin{eqnarray*}
#1
\end{eqnarray*}
}

\newcommand {\lyxnumberedformula}[1]{
\begin{eqnarray}
#1
\end{eqnarray}
}

\makeatother
\newenvironment{tex2html_wrap}{}{}
\newwrite\lthtmlwrite
\def\lthtmltypeout#1{{\let\protect\string\immediate\write\lthtmlwrite{#1}}}%
\newbox\sizebox
\begin{document}
\pagestyle{empty}
\setcounter{secnumdepth}{3}
\setcounter{tocdepth}{3}
{\newpage
\clearpage
\samepage \( <j_{1}j_{2}m_{1}m_{2}|jm> \)
}

{\newpage
\clearpage
\samepage \( <j_{1}j_{2}m_{1}m_{2}|jm>= \)
}

{\newpage
\clearpage
\samepage \( <jm|j_{1}j_{2}m_{1}m_{2}> \)
}

{\newpage
\clearpage
\samepage \( <j_{1}j_{2}m_{1}m_{2}|J_{z}|jm>= \)
}

{\newpage
\clearpage
\samepage \( m_{1}+m_{2}=m \)
}

{\newpage
\clearpage
\samepage \( \sum _{jm}<j_{1}j_{2}m_{1}m_{2}|jm> \)
}

{\newpage
\clearpage
\samepage \( <jm|j_{1}j_{2}m_{1}'m_{2}'>=\delta _{m_{1}m_{1}'}\delta _{m_{2}m_{2}'} \)
}

{\newpage
\clearpage
\samepage \( \sum _{jm}<j_{1}j_{2}jm|m_{1}m_{2}> \)
}

{\newpage
\clearpage
\samepage \( <m_{1}m_{2}|j_{1}j_{2}j'm'>=\delta _{jj'}\delta _{m'm'} \)
}

{\newpage
\clearpage
\samepage \( <j_{1}j_{2}m_{1}m_{2}|jm>=(-1)^{j_{1}+j_{2}-j} \)
}

{\newpage
\clearpage
\samepage \( <j_{2}j_{1}m_{1}m_{2}|jm> \)
}

{\newpage
\clearpage
\samepage \( |j_{1}j_{2}jm>=\sum ^{j_{1}}_{m=-j_{1}}\sum ^{j_{2}}_{m_{2}=-j_{2}}|j_{1}j_{2}m_{1}m_{2}><j_{1}j_{2}m_{1}m_{2}|jm> \)
}

{\newpage
\clearpage
\samepage \( m=m_{1}+m_{2} \)
}

{\newpage
\clearpage
\samepage \( n(m)= \)
}

{\newpage
\clearpage
\samepage \( j_{1},j_{2} \)
}

{\newpage
\clearpage
\samepage \( J_{z}=m \)
}

{\newpage
\clearpage
\samepage \( N(j)= \)
}

{\newpage
\clearpage
\samepage \( J^{2}=j(j+1) \)
}

{\newpage
\clearpage
\samepage \( n(m)=\sum _{j\geq m}^{\infty }N(j) \)
}

{\newpage
\clearpage
\samepage \( n(m)=0 \)
}

{\newpage
\clearpage
\samepage \( |m|>j_{1}+j_{2} \)
}

{\newpage
\clearpage
\samepage \( n(m)=j_{1}+j_{2}+1-|m| \)
}

{\newpage
\clearpage
\samepage \( j_{1}+j_{2}\geq |m|\geq |j_{1}-j_{2}| \)
}

{\newpage
\clearpage
\samepage \( n(m)=2min(j_{2},j_{1})+1 \)
}

{\newpage
\clearpage
\samepage \( 0\leq |m|\leq |j_{1}-j_{2}| \)
}

{\newpage
\clearpage
\samepage \( N(j)=1 \)
}

{\newpage
\clearpage
\samepage \( |j_{1}-j_{2}|\leq j\leq j_{1}+j_{2} \)
}

{\newpage
\clearpage
\samepage \( \sum _{j}(2j+1)N(j)=(2j_{1}+1)(2j_{2}+1)=\sum ^{j_{1}+j_{2}}_{j=|j_{1}-j_{2}|}2j+1 \)
}

{\newpage
\clearpage
\samepage \( <j_{1}j_{2}m_{1}m_{2}|J_{\pm }|jm>=\sqrt{j(j+1)-m(m\pm 1)}<j_{1}j_{2}m_{1}m_{2}|jm\pm 1> \)
}

{\newpage
\clearpage
\samepage \( <j_{1}j_{2}m_{1}m_{2}|J_{1\pm }+J_{2\pm }|jm>=\sqrt{j_{1}(j_{1}+1)-m_{1}(m_{1}\mp 1)}<m_{1}\mp 1m_{2}|jm> \)
}

{\newpage
\clearpage
\samepage \( +\sqrt{j_{2}(j_{2}+1)-m_{2}(m_{2}\pm 1)}<m_{1}m_{2}\pm 1|jm> \)
}


\end{document}
