\section{atlas::realweyl::Real\-Weyl Class Reference}
\label{classatlas_1_1realweyl_1_1RealWeyl}\index{atlas::realweyl::RealWeyl@{atlas::realweyl::RealWeyl}}
{\tt \#include $<$realweyl.h$>$}

Collaboration diagram for atlas::realweyl::Real\-Weyl:\begin{figure}[H]
\begin{center}
\leavevmode
\includegraphics[width=221pt]{classatlas_1_1realweyl_1_1RealWeyl__coll__graph}
\end{center}
\end{figure}
\subsection*{Public Member Functions}
\begin{CompactItemize}
\item 
{\bf Real\-Weyl} ()
\item 
{\bf Real\-Weyl} (const {\bf cartanclass::Cartan\-Class} \&, unsigned long, unsigned long, const {\bf rootdata::Root\-Datum} \&, const {\bf weyl::Weyl\-Group} \&)
\item 
{\bf $\sim$Real\-Weyl} ()
\item 
const {\bf rootdata::Root\-List} \& {\bf complex} () const 
\item 
{\bf rootdata::Root\-Nbr} {\bf complex} (size\_\-t j) const 
\item 
const {\bf lietype::Lie\-Type} \& {\bf complex\-Type} () const 
\item 
const {\bf rootdata::Root\-List} \& {\bf imaginary} () const 
\item 
{\bf rootdata::Root\-Nbr} {\bf imaginary} (size\_\-t j) const 
\item 
const {\bf rootdata::Root\-List} \& {\bf imaginary\-Compact} () const 
\item 
{\bf rootdata::Root\-Nbr} {\bf imaginary\-Compact} (size\_\-t j) const 
\item 
const {\bf lietype::Lie\-Type} \& {\bf imaginary\-Compact\-Type} () const 
\item 
{\bf rootdata::Root\-Nbr} {\bf imaginary\-Orth} (size\_\-t j) const 
\item 
const {\bf latticetypes::Component\-List} \& {\bf imaginary\-R} () const 
\item 
const {\bf lietype::Lie\-Type} \& {\bf imaginary\-Type} () const 
\item 
const {\bf latticetypes::Component} \& {\bf imaginary\-R} (size\_\-t j) const 
\item 
size\_\-t {\bf num\-Complex} () const 
\item 
size\_\-t {\bf num\-Imaginary} () const 
\item 
size\_\-t {\bf num\-Imaginary\-Compact} () const 
\item 
size\_\-t {\bf num\-Imaginary\-R} () const 
\item 
size\_\-t {\bf num\-Real} () const 
\item 
size\_\-t {\bf num\-Real\-Compact} () const 
\item 
size\_\-t {\bf num\-Real\-R} () const 
\item 
const {\bf rootdata::Root\-List} \& {\bf real} () const 
\item 
{\bf rootdata::Root\-Nbr} {\bf real} (size\_\-t j) const 
\item 
const {\bf rootdata::Root\-List} \& {\bf real\-Compact} () const 
\item 
{\bf rootdata::Root\-Nbr} {\bf real\-Compact} (size\_\-t j) const 
\item 
const {\bf lietype::Lie\-Type} \& {\bf real\-Compact\-Type} () const 
\item 
{\bf rootdata::Root\-Nbr} {\bf real\-Orth} (size\_\-t j) const 
\item 
const {\bf latticetypes::Component\-List} \& {\bf real\-R} () const 
\item 
const {\bf latticetypes::Component} \& {\bf real\-R} (size\_\-t j) const 
\item 
const {\bf lietype::Lie\-Type} \& {\bf real\-Type} () const 
\item 
const {\bf weyl::Weyl\-Group} \& {\bf weyl\-Group} () const 
\end{CompactItemize}
\subsection*{Private Attributes}
\begin{CompactItemize}
\item 
const {\bf weyl::Weyl\-Group} $\ast$ {\bf d\_\-group}
\item 
{\bf rootdata::Root\-List} {\bf d\_\-imaginary\-Compact}
\item 
{\bf rootdata::Root\-List} {\bf d\_\-imaginary\-Orth}
\item 
{\bf latticetypes::Component\-List} {\bf d\_\-imaginary\-R}
\item 
{\bf rootdata::Root\-List} {\bf d\_\-imaginary}
\item 
{\bf rootdata::Root\-List} {\bf d\_\-real\-Compact}
\item 
{\bf latticetypes::Component\-List} {\bf d\_\-real\-R}
\item 
{\bf rootdata::Root\-List} {\bf d\_\-real}
\item 
{\bf rootdata::Root\-List} {\bf d\_\-complex}
\item 
{\bf lietype::Lie\-Type} {\bf d\_\-complex\-Type}
\item 
{\bf lietype::Lie\-Type} {\bf d\_\-imaginary\-Type}
\item 
{\bf lietype::Lie\-Type} {\bf d\_\-imaginary\-Compact\-Type}
\item 
{\bf rootdata::Root\-List} {\bf d\_\-real\-Orth}
\item 
{\bf lietype::Lie\-Type} {\bf d\_\-real\-Type}
\item 
{\bf lietype::Lie\-Type} {\bf d\_\-real\-Compact\-Type}
\end{CompactItemize}


\subsection{Constructor \& Destructor Documentation}
\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!RealWeyl@{RealWeyl}}
\index{RealWeyl@{RealWeyl}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}atlas::realweyl::Real\-Weyl::Real\-Weyl ()\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_157263712ded1750c6c07df2f5cba40b}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!RealWeyl@{RealWeyl}}
\index{RealWeyl@{RealWeyl}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}atlas::realweyl::Real\-Weyl::Real\-Weyl (const {\bf cartanclass::Cartan\-Class} \&, unsigned {\em long}, unsigned {\em long}, const {\bf rootdata::Root\-Datum} \&, const {\bf weyl::Weyl\-Group} \&)}\label{classatlas_1_1realweyl_1_1RealWeyl_b2da2b4b62bf5f1ba520a661da4ed09a}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!~RealWeyl@{$\sim$RealWeyl}}
\index{~RealWeyl@{$\sim$RealWeyl}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}atlas::realweyl::Real\-Weyl::$\sim$Real\-Weyl ()\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_be7f5fbc2295216b364857cfdadc8494}




\subsection{Member Function Documentation}
\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!complex@{complex}}
\index{complex@{complex}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-Nbr} atlas::realweyl::Real\-Weyl::complex (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_39c852a9d86e61e686fcc4f76ad297a3}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!complex@{complex}}
\index{complex@{complex}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf rootdata::Root\-List}\& atlas::realweyl::Real\-Weyl::complex () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_f9d58cb530b5a23c8f00954af3e8b193}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!complexType@{complexType}}
\index{complexType@{complexType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf lietype::Lie\-Type}\& atlas::realweyl::Real\-Weyl::complex\-Type () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_05ea7f256beeb51ebac3e5b13ae78b3e}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginary@{imaginary}}
\index{imaginary@{imaginary}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-Nbr} atlas::realweyl::Real\-Weyl::imaginary (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_659a29f3bde354fa7af6814151649773}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginary@{imaginary}}
\index{imaginary@{imaginary}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf rootdata::Root\-List}\& atlas::realweyl::Real\-Weyl::imaginary () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_c583ce1b7c83cef23388c4165faff3e9}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginaryCompact@{imaginaryCompact}}
\index{imaginaryCompact@{imaginaryCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-Nbr} atlas::realweyl::Real\-Weyl::imaginary\-Compact (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_174eab8d23bda563c34fc7eeb20e5174}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginaryCompact@{imaginaryCompact}}
\index{imaginaryCompact@{imaginaryCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf rootdata::Root\-List}\& atlas::realweyl::Real\-Weyl::imaginary\-Compact () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_6df57c0fedd75cdc277a0fd9d63703b0}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginaryCompactType@{imaginaryCompactType}}
\index{imaginaryCompactType@{imaginaryCompactType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf lietype::Lie\-Type}\& atlas::realweyl::Real\-Weyl::imaginary\-Compact\-Type () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_fc2beb99e7819625a37f7898f0247605}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginaryOrth@{imaginaryOrth}}
\index{imaginaryOrth@{imaginaryOrth}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-Nbr} atlas::realweyl::Real\-Weyl::imaginary\-Orth (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_b4c78c99dc491bf6621ca06148404d8f}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginaryR@{imaginaryR}}
\index{imaginaryR@{imaginaryR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf latticetypes::Component}\& atlas::realweyl::Real\-Weyl::imaginary\-R (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_f8a73e8261638076de4b498beecd26b8}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginaryR@{imaginaryR}}
\index{imaginaryR@{imaginaryR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf latticetypes::Component\-List}\& atlas::realweyl::Real\-Weyl::imaginary\-R () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_d0f442ff4081cf89ea121217eba8bfc6}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!imaginaryType@{imaginaryType}}
\index{imaginaryType@{imaginaryType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf lietype::Lie\-Type}\& atlas::realweyl::Real\-Weyl::imaginary\-Type () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_2ef778ecc0047a373ec3a98e745e243c}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!numComplex@{numComplex}}
\index{numComplex@{numComplex}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}size\_\-t atlas::realweyl::Real\-Weyl::num\-Complex () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_aae5c4cc9b29f8e6abf4dce81d815061}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!numImaginary@{numImaginary}}
\index{numImaginary@{numImaginary}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}size\_\-t atlas::realweyl::Real\-Weyl::num\-Imaginary () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_c4add5b1bc668d271140e0b2e43287c7}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!numImaginaryCompact@{numImaginaryCompact}}
\index{numImaginaryCompact@{numImaginaryCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}size\_\-t atlas::realweyl::Real\-Weyl::num\-Imaginary\-Compact () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_1c34fcfc22cf0701a31260cd6f038367}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!numImaginaryR@{numImaginaryR}}
\index{numImaginaryR@{numImaginaryR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}size\_\-t atlas::realweyl::Real\-Weyl::num\-Imaginary\-R () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_8469105dc9aa5a2d6a473722db6ce3a4}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!numReal@{numReal}}
\index{numReal@{numReal}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}size\_\-t atlas::realweyl::Real\-Weyl::num\-Real () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_ae9a8ede2a65db15692d1f80ab9bb842}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!numRealCompact@{numRealCompact}}
\index{numRealCompact@{numRealCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}size\_\-t atlas::realweyl::Real\-Weyl::num\-Real\-Compact () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_7f6f2766017967e5a8edf43799c3db91}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!numRealR@{numRealR}}
\index{numRealR@{numRealR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}size\_\-t atlas::realweyl::Real\-Weyl::num\-Real\-R () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_78abee69b1e21627380defaf86bc0408}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!real@{real}}
\index{real@{real}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-Nbr} atlas::realweyl::Real\-Weyl::real (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_f49c7f4715cd40c277ebd66ab037cd75}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!real@{real}}
\index{real@{real}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf rootdata::Root\-List}\& atlas::realweyl::Real\-Weyl::real () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_9897b4c386427232c75cf1fb49f1595b}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!realCompact@{realCompact}}
\index{realCompact@{realCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-Nbr} atlas::realweyl::Real\-Weyl::real\-Compact (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_05637110b1c6dc426280c00000a152e8}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!realCompact@{realCompact}}
\index{realCompact@{realCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf rootdata::Root\-List}\& atlas::realweyl::Real\-Weyl::real\-Compact () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_57b0fc0706e32764af09ac9673721e89}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!realCompactType@{realCompactType}}
\index{realCompactType@{realCompactType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf lietype::Lie\-Type}\& atlas::realweyl::Real\-Weyl::real\-Compact\-Type () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_bce191d6e96a58bf4ad76c0528f91ef6}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!realOrth@{realOrth}}
\index{realOrth@{realOrth}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-Nbr} atlas::realweyl::Real\-Weyl::real\-Orth (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_14c5978d790500bb4c215f572937a31c}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!realR@{realR}}
\index{realR@{realR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf latticetypes::Component}\& atlas::realweyl::Real\-Weyl::real\-R (size\_\-t {\em j}) const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_64a35b513ffa295097bd5ef9e78259aa}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!realR@{realR}}
\index{realR@{realR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf latticetypes::Component\-List}\& atlas::realweyl::Real\-Weyl::real\-R () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_f7a144cc30212a9eb3b15d1acf479798}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!realType@{realType}}
\index{realType@{realType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf lietype::Lie\-Type}\& atlas::realweyl::Real\-Weyl::real\-Type () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_57979222150a04741dc62297d70b55b6}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!weylGroup@{weylGroup}}
\index{weylGroup@{weylGroup}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf weyl::Weyl\-Group}\& atlas::realweyl::Real\-Weyl::weyl\-Group () const\hspace{0.3cm}{\tt  [inline]}}\label{classatlas_1_1realweyl_1_1RealWeyl_770692a5d54e0e86ff619b9f00ebfea5}




\subsection{Member Data Documentation}
\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_complex@{d\_\-complex}}
\index{d_complex@{d\_\-complex}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-complex}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_50447ba5e43d32e5e59fbe9451fba88c}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_complexType@{d\_\-complexType}}
\index{d_complexType@{d\_\-complexType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf lietype::Lie\-Type} {\bf atlas::realweyl::Real\-Weyl::d\_\-complex\-Type}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_64e4e198ba61f489d541b8ad63a02f84}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_group@{d\_\-group}}
\index{d_group@{d\_\-group}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}const {\bf weyl::Weyl\-Group}$\ast$ {\bf atlas::realweyl::Real\-Weyl::d\_\-group}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_6488841932812af6ed52939b195b8b3e}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_imaginary@{d\_\-imaginary}}
\index{d_imaginary@{d\_\-imaginary}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-imaginary}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_9c39a2ead03dccc4435bc262099a0046}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_imaginaryCompact@{d\_\-imaginaryCompact}}
\index{d_imaginaryCompact@{d\_\-imaginaryCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-imaginary\-Compact}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_afc3c9ee736c74dda73ae86a941835e2}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_imaginaryCompactType@{d\_\-imaginaryCompactType}}
\index{d_imaginaryCompactType@{d\_\-imaginaryCompactType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf lietype::Lie\-Type} {\bf atlas::realweyl::Real\-Weyl::d\_\-imaginary\-Compact\-Type}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_cd953598ecbf9ddde081d3a1b7562168}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_imaginaryOrth@{d\_\-imaginaryOrth}}
\index{d_imaginaryOrth@{d\_\-imaginaryOrth}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-imaginary\-Orth}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_a14510f53b484d5d8d7dc423f8e23095}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_imaginaryR@{d\_\-imaginaryR}}
\index{d_imaginaryR@{d\_\-imaginaryR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf latticetypes::Component\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-imaginary\-R}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_e0c8911b3214a5841365b85d95d8c1ac}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_imaginaryType@{d\_\-imaginaryType}}
\index{d_imaginaryType@{d\_\-imaginaryType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf lietype::Lie\-Type} {\bf atlas::realweyl::Real\-Weyl::d\_\-imaginary\-Type}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_2b3741b29c51db555203966040796f60}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_real@{d\_\-real}}
\index{d_real@{d\_\-real}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-real}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_e5fa2af6e5baae3dfa4b1a1cfa662773}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_realCompact@{d\_\-realCompact}}
\index{d_realCompact@{d\_\-realCompact}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-real\-Compact}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_857d284c666cd13bfe070f22a6104b5d}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_realCompactType@{d\_\-realCompactType}}
\index{d_realCompactType@{d\_\-realCompactType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf lietype::Lie\-Type} {\bf atlas::realweyl::Real\-Weyl::d\_\-real\-Compact\-Type}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_33b52103224b4a2e881d7d2b63786283}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_realOrth@{d\_\-realOrth}}
\index{d_realOrth@{d\_\-realOrth}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf rootdata::Root\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-real\-Orth}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_b4864344e15e0441ba41321c8403dd7a}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_realR@{d\_\-realR}}
\index{d_realR@{d\_\-realR}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf latticetypes::Component\-List} {\bf atlas::realweyl::Real\-Weyl::d\_\-real\-R}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_814c11ba99eda7b9bab63ed40cb0676f}


\index{atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}!d_realType@{d\_\-realType}}
\index{d_realType@{d\_\-realType}!atlas::realweyl::RealWeyl@{atlas::realweyl::Real\-Weyl}}
\subsubsection{\setlength{\rightskip}{0pt plus 5cm}{\bf lietype::Lie\-Type} {\bf atlas::realweyl::Real\-Weyl::d\_\-real\-Type}\hspace{0.3cm}{\tt  [private]}}\label{classatlas_1_1realweyl_1_1RealWeyl_b6d5ff48ca58f17bedf45708f7a92d78}




The documentation for this class was generated from the following files:\begin{CompactItemize}
\item 
sources/io/{\bf realweyl.h}\item 
sources/io/{\bf realweyl.cpp}\end{CompactItemize}
