\begin{ccRefClass}{Pure_complex_data_structure<Dimensionality, PCDSVertex, PCDSSimplex>}

\ccDefinition 
This class is used for storing the combinatorial information of a pure
complex (a triangulation of $\sphere^k\subset\real^d$ for some $k\le d$).

\ccInclude{CGAL/Pure_complex_data_structure.h}

\ccParameters

\ccc{Dimensionality} can be either \begin{itemize}

\item \ccPureGlobalScope\ccc{Dimension_tag<d>} for some integer \ccc{d}. This
indicates that the pure complex can store simplices of dimension at most
\ccc{d}. The maximum dimension \ccc{d} is known by the compiler, which
triggers some optimizations. Or

\item \ccPureGlobalScope\ccc{Dynamic_dimension_tag}. In this case, the maximum
dimension of the simplices is passed as an integer argument to an instance
constructor (see \ccc{PureComplexDataStructure}).\end{itemize}

\ccc{PCDSVertex} is the class to be used as the base \ccc{Vertex} type in the
pure complex data structure. It must be a model of the concept
\ccc{PureComplexDSVertex}. The class template \ccRefName\ accepts that no
second parameter be specified. It also accepts the tag \ccc{CGAL::Default} as
second parameter. In both cases, \ccc{PCDSVertex} defaults to
\ccc{CGAL::Pure_complex_ds_vertex<>}.


\ccc{PCDSSimplex} is the class to be used as the base \ccc{Simplex} type in
the pure complex data structure. It must be a model of the concept
\ccc{PureComplexDSSimplex}. The class template \ccRefName\ accepts that no
third parameter be specified. It also accepts the tag \ccc{CGAL::Default} as
third parameter. In both cases, \ccc{PCDSSimplex} defaults to
\ccc{CGAL::Pure_complex_ds_simplex<>}.

\ccIsModel

\ccc{PureComplexDataStructure}.

\end{ccRefClass}