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| std::vector< MonomialFaceIntegralsType > | HArDCore3D::IntegrateFaceMonomials_onEdges (const Face &F, const size_t maxdeg) |
| | Compute all integrals, on the edges of a face, of the face monomials up to a total degree. More...
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| MonomialFaceIntegralsType | HArDCore3D::IntegrateFaceMonomials (const Face &F, const int maxdeg) |
| | Compute all integrals on a face of face monomials up to a total degree. More...
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| MonomialFaceIntegralsType | HArDCore3D::CheckIntegralsDegree (const Face &F, const size_t degree, const MonomialFaceIntegralsType &mono_int_map={}) |
| | Checks if the degree of an existing list of monomial integrals is sufficient, other re-compute and return a proper list. More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const BasisType1 &basis1, const BasisType2 &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of any pair of bases. More...
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| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const MonomialScalarBasisFace &basis1, const MonomialScalarBasisFace &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a pair of local scalar monomial bases. More...
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| template<typename BasisType > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const BasisType &basis, MonomialFaceIntegralsType mono_int_map={}) |
| | This overload to simplify the call to GramMatrix in case the two bases are the same. More...
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| template<typename BasisType1 , typename BasisType2 , size_t N> |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const TensorizedVectorFamily< BasisType1, N > &basis1, const TensorizedVectorFamily< BasisType2, N > &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Template to compute the Gram Matrix of any pair of tensorized scalar bases. More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const TangentFamily< BasisType1 > &basis1, const TangentFamily< BasisType2 > &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a pair of tangent bases. More...
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| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const RolyComplBasisFace &basis1, const RolyComplBasisFace &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a pair of RolyCompl bases. More...
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| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const GolyComplBasisFace &basis1, const GolyComplBasisFace &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a pair of GolyCompl bases. More...
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| template<typename BasisType > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const RolyComplBasisFace &basis1, const TangentFamily< BasisType > &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a RolyCompl basis and a tangent basis. More...
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| template<typename BasisType > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const TangentFamily< BasisType > &basis1, const RolyComplBasisFace &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a RolyCompl basis and a tangent basis. More...
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| Eigen::MatrixXd | HArDCore3D::GMRolyComplScalar (const Face &F, const RolyComplBasisFace &rolycompl_basis, const MonomialScalarBasisFace &mono_basis, const size_t m, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of the scalar part of a RolyCompl Basis and a monomial basis with an extra power on the mth variable. More...
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| template<typename BasisType > |
| Eigen::MatrixXd | HArDCore3D::GMRolyComplScalar (const Face &F, const RolyComplBasisFace &basis1, const BasisType &basis2, const size_t m, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of the scalar part of a RolyCompl Basis and any basis with an extra power on the mth variable. More...
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| Eigen::MatrixXd | HArDCore3D::GMScalarDerivative (const Face &F, const MonomialScalarBasisFace &basis1, const MonomialScalarBasisFace &basis2, const size_t m, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a pair of local scalar monomial bases, taking a partial derivative of the first (w.r.t. homogeneous coordinates on the face, no change of variable) More...
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| Eigen::MatrixXd | HArDCore3D::GMScalarDerivative (const Face &F, const MonomialScalarBasisFace &basis1, const MonomialScalarBasisFace &basis2, const size_t m, const size_t l, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a pair of local scalar monomial bases, taking a partial derivative of each (w.r.t. homogeneous coordinates on the face, no change of variable) More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GMScalarDerivative (const Face &F, const BasisType1 &basis1, const BasisType2 &basis2, const size_t m, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of any pair of scalar bases, taking a partial derivative of the first (w.r.t. homogeneous coordinates on the face, no change of variable) More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GMScalarDerivative (const Face &F, const BasisType1 &basis1, const BasisType2 &basis2, const size_t m, const size_t l, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of any pair of scalar bases, taking a partial derivative of each (w.r.t. homogeneous coordinates on the face, no change of variable) More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const CurlBasis< BasisType1 > &basis1, const CurlBasis< BasisType2 > &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of a pair of Curl bases. More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const CurlBasis< BasisType1 > &basis1, const TangentFamily< BasisType2 > &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of a Curl basis and a Tangent basis. More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const TangentFamily< BasisType1 > &basis1, const CurlBasis< BasisType2 > &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of a Tangent basis and a Curl basis. More...
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| template<typename BasisType1 , typename BasisType2 > |
| boost::disable_if< boost::is_same< BasisType2, MonomialFaceIntegralsType >, Eigen::MatrixXd >::type | HArDCore3D::GramMatrix (const Face &F, const DivergenceBasis< BasisType1 > &basis1, const BasisType2 &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Generic template to compute the Gram Matrix of a Divergence basis and any other basis. More...
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| template<typename BasisType1 , typename Basis2 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrix (const Face &F, const BasisType1 &basis1, const DivergenceBasis< Basis2 > &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Template to compute the Gram Matrix of any basis and a Divergence basis. More...
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| template<typename BasisType1 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrixDiv (const Face &F, const TangentFamily< BasisType1 > &basis1, const MonomialScalarBasisFace &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Template to compute the Gram Matrix of a Divergence<TangentFamily> basis and a monomial scalar basis. More...
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| Eigen::MatrixXd | HArDCore3D::GramMatrixDiv (const Face &F, const RolyComplBasisFace &basis1, const MonomialScalarBasisFace &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Computes the Gram Matrix of a Divergence<RolyCompl> basis and a monomial scalar basis. More...
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| template<typename BasisType1 , typename BasisType2 > |
| Eigen::MatrixXd | HArDCore3D::GramMatrixDiv (const Face &F, const BasisType1 &basis1, const BasisType2 &basis2, MonomialFaceIntegralsType mono_int_map={}) |
| | Template to compute the Gram Matrix of the divergence of any basis and any other basis. More...
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