Dune::Jacobi2QuadratureRule< ct, 1 > Class Template Reference
[Quadrature]
#include <quadraturerules.hh>
Inheritance diagram for Dune::Jacobi2QuadratureRule< ct, 1 >:

Detailed Description
template<typename ct>
class Dune::Jacobi2QuadratureRule< ct, 1 >
Jacobi-Gauss quadrature for alpha=2, beta=0. Public Types | |
enum | |
The space dimension. | |
enum | |
The space dimension. More... | |
enum | |
The highest quadrature order available. | |
typedef ct | CoordType |
The type used for coordinates. | |
typedef Jacobi2QuadratureRule | value_type |
enum | |
The space dimension. | |
typedef std::vector < QuadraturePoint< ct, dim > >::const_iterator | iterator |
Public Member Functions | |
virtual int | order () const |
return order | |
virtual GeometryType | type () const |
return type of element |
Member Typedef Documentation
template<typename ct>
typedef Jacobi2QuadratureRule Dune::Jacobi2QuadratureRule< ct, 1 >::value_type |
- Todo:
- Please doc me!
typedef std::vector<QuadraturePoint<ct ,dim> >::const_iterator Dune::QuadratureRule< ct , dim >::iterator [inherited] |
this container is always a const container, therefore iterator is the same as const_iterator
Member Enumeration Documentation
template<typename ct>
anonymous enum |
The space dimension.
- Todo:
- Do we have it twice?
The documentation for this class was generated from the following files:
- quadraturerules.hh
- jacobi_2_0.cc