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HArD::Core2D
Hybrid Arbitrary Degree::Core 2D - Library to implement 2D schemes with edge and cell polynomials as unknowns
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Evaluate a basis at quadrature nodes. 'BasisFunction' (=Function, Gradient, Curl, Divergence, or Rotor) determines what kind of value we want to evaluate. More...
#include <basis.hpp>
Static Public Member Functions | |
| template<typename BasisType > | |
| static boost::multi_array< typename detail::basis_evaluation_traits< BasisType, BasisFunction >::ReturnValue, 2 > | compute (const BasisType &basis, const QuadratureRule &quad) |
| Generic basis evaluation. More... | |
| template<typename BasisType > | |
| static boost::multi_array< typename detail::basis_evaluation_traits< Family< BasisType >, BasisFunction >::ReturnValue, 2 > | compute (const Family< BasisType > &basis, const QuadratureRule &quad) |
| Evaluate a 'Family' of functions at quadrature nodes (optimised compared the generic basis evaluation, to avoid computing several times the ancestor basis at the quadrature nodes) More... | |
| template<typename BasisType , size_t N> | |
| static boost::multi_array< typename detail::basis_evaluation_traits< TensorizedVectorFamily< BasisType, N >, BasisFunction >::ReturnValue, 2 > | compute (const TensorizedVectorFamily< BasisType, N > &basis, const QuadratureRule &quad) |
| Evaluate a tensorized family at quadrature nodes (optimised compared the generic basis evaluation, to avoid computing several times the ancestor basis at the quadrature nodes) More... | |
| template<typename BasisType , size_t N> | |
| static boost::multi_array< typename detail::basis_evaluation_traits< MatrixFamily< BasisType, N >, BasisFunction >::ReturnValue, 2 > | compute (const MatrixFamily< BasisType, N > &basis, const QuadratureRule &quad) |
| Evaluate a Matrix family at quadrature nodes (optimised compared the generic basis evaluation, to avoid computing several times the ancestor basis at the quadrature nodes) More... | |
Evaluate a basis at quadrature nodes. 'BasisFunction' (=Function, Gradient, Curl, Divergence, or Rotor) determines what kind of value we want to evaluate.
1.9.1