Feel++  0.92.0
Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > Member List
This is the complete list of members for Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >, including all inherited members.
_M_refconvex (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [protected]
BOOST_STATIC_ASSERT(N > 1) (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
component_basis_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
continuity_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
convex_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
CrouzeixRaviart() (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [inline]
CrouzeixRaviart(CrouzeixRaviart const &cr) (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [inline]
domainShape() constFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
dual() constFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
dual_space_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
familyName() const Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [inline, virtual]
FiniteElement(dual_space_type const &pdual) (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
FiniteElement(FiniteElement const &fe) (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
is_modal (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
is_product (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
is_scalar (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
is_vectorial (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
isContinuous (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
isomorphism(ExprType &expr)-> decltype(expr) (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [inline, static]
isTransformationEquivalent (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
matrix_type typedef (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >
nbPoints() constFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
nbPtsPerEdge (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
nbPtsPerFace (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
nbPtsPerVertex (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
nbPtsPerVolume (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
nComponents (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
nDim (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
nDof (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nDofGrad (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nDofHess (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nDofPerEdgeFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nDofPerFaceFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nDofPerVertexFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nDofPerVolume (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nLocalDofFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
nNodes (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
node_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
nOrder (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
numPoints (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
operator()(uint16_type i, ublas::vector_expression< AE > const &pt) const (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
operator()(ublas::vector_expression< AE > const &pt) const (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
operator()(points_type const &pts) const (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
operator=(self_type const &fe) (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
points() constFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
points(uint16_type f) constFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
points_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
pointset_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
polynomial_type typedef (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >
polynomial_view_type typedefFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >
polynomialset_type typedef (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >
polyset_type typedefFeel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
primal() constFeel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]
primal_space_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
reference_convex_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
referenceConvex() const Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [inline]
self_type typedef (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >
TAG (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [static]
trans (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [static]
value_type typedef (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >
~CrouzeixRaviart() (defined in Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG >)Feel::fem::CrouzeixRaviart< N, RealDim, PolySetType, T, Convex, TheTAG > [inline]
~FiniteElement() (defined in Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced >)Feel::FiniteElement< mpl::if_< mpl::bool_< Convex< N, 1, N >::is_simplex >, mpl::identity< Feel::detail::OrthonormalPolynomialSet< N, 1, RealDim, PolySetType, T, Convex > >, mpl::identity< fem::detail::RannacherTurekPolynomialSet< N, PolySetType, T > > >::type::type, detail::CrouzeixRaviartDual, PointSetEquiSpaced > [inline]