Class Hierarchy

Go to the graphical class hierarchy

This inheritance list is sorted roughly, but not completely, alphabetically:

[detail level 123]

CCRTP< T >
▼CCRTP< Algebra< T_SCALAR_TYPE > >
▼CLieAlgebraBase< Algebra< T_SCALAR_TYPE >, Group< T_SCALAR_TYPE >, 3, T_SCALAR_TYPE >
CSO3::Algebra< T_SCALAR_TYPE >
▼CCRTP< Group< T_SCALAR_TYPE > >
▼CLieGroupBase< Group< T_SCALAR_TYPE >, 3 >
CSO3::Group< T_SCALAR_TYPE >
▼CCRTP< T_DERIVED >
CLieAlgebraBase< T_DERIVED, T_GROUP, T_DOF, T_SCALAR_TYPE >
CLieGroupBase< T_DERIVED, T_DOF >
▼CDiscSyst< T_M, T_Q >
CVariational::Abstract::LieProblem< T_M, T_Q, T_ALGEBRA >
CVariational::Abstract::Problem< T_M, T_Q >
▼CDiscSyst< T_M, NOXVector< T_LIE_ALGEBRA::DOF > >
CRKMK::Abstract::Problem< T_LIE_ALGEBRA, T_M >
CRKMK::Factory< T_LIE_ALGEBRA, T_M >
CVariational::Factory< T_M, T_Q, T_PROBLEM, T_TQ >
CGaussLegendre
▼CGroup
CNOXGroup< T_Q, T_SIZE_MULTIVECT >
▼CVariational::Abstract::Integrator
CVariational::Integrator< T_M, T_Q, T_INTERNALS, T_PROBLEM, T_TQ >
▼CRKMK::Abstract::Integrator
CRKMK::Integrator< T_LIE_ALGEBRA, T_N_INTERNAL_STAGES, T_M >
▼CLagrangePolynomials
CLagrangeInterpolation< T_Q >
▼CMatrix
CNOXVector< T_DOF >
CNOXVector< T_LIE_ALGEBRA::DOF >
CNOXVector< T_Q::DOF *T_SIZE_MULTIVECT >
CAbstract::NOXStep< T_Q, T_N_EQUATIONS >
▼CAbstract::NOXStep< NOXVector< T_LIE_ALGEBRA::DOF >, 1 >
CRKMK::DiagonalStepInternals< T_LIE_ALGEBRA, T_N_INTERNAL_STAGES, T_M >
▼CAbstract::NOXStep< T_ALGEBRA, 1 >
CVariational::CovariantStepInternals< T_M, T_Q, T_ALGEBRA >
▼CAbstract::NOXStep< T_Q, 1 >
CVariational::EulerStepInternals< T_M, T_Q >
CVariational::ImplicitEulerStepInternals< T_M, T_Q, T_TQ >
CVariational::MidpointStepInternals< T_M, T_Q, T_TQ >
▼CAbstract::NOXStep< T_Q, T_N_STEPS >
CVariational::GalerkinStepInternals< T_M, T_Q, T_TQ, T_N_STEPS >
▼CAbstract::NOXStep< T_Q, T_N_STEPS-1 >
CVariational::GalerkinStepInitWrapper< T_M, T_Q, T_TQ, T_N_STEPS >
CAbstract::NOXStep< T_Q, T_SIZE_MULTIVECT >
CVariational::Abstract::Step< T_M, T_Q, T_INTERNALS, T_PROBLEM, T_TQ >
▼CRKMK::Abstract::Step< T_LIE_ALGEBRA, T_N_INTERNAL_STAGES, T_M >
CRKMK::DiagonalStep< T_LIE_ALGEBRA, T_N_INTERNAL_STAGES, T_M >
CRKMK::ExplicitStep< T_LIE_ALGEBRA, T_N_INTERNAL_STAGES, T_M >
▼CVariational::Abstract::Step< T_M, T_Q, CovariantStepInternals< T_M, T_Q, T_ALGEBRA >, Abstract::LieProblem< T_M, T_Q, T_ALGEBRA >, T_ALGEBRA >
CVariational::CovariantStep< T_M, T_Q, T_ALGEBRA >
▼CVariational::Abstract::Step< T_M, T_Q, EulerStepInternals< T_M, T_Q >, Abstract::Problem< T_M, T_Q > >
CVariational::EulerStep< T_M, T_Q >
▼CVariational::Abstract::Step< T_M, T_Q, T_TQ >
CVariational::GalerkinStep< T_M, T_Q, T_TQ, T_N_STEPS >
CVariational::ImplicitEulerStep< T_M, T_Q, T_TQ >
CVariational::MidpointStep< T_M, T_Q, T_TQ >
CVariational::Step< T_M, T_Q, T_TQ >
▼CRKMK::StepInternals< T_LIE_ALGEBRA, T_N_INTERNAL_STAGES, T_M >
CRKMK::DiagonalStepInternals< T_LIE_ALGEBRA, T_N_INTERNAL_STAGES, T_M >
CVariational::Abstract::StepInternals< T_M, T_Q, T_PROBLEM, T_TQ >
▼CVariational::Abstract::StepInternals< T_M, T_Q, Abstract::LieProblem< T_M, T_Q, T_ALGEBRA >, T_ALGEBRA >
CVariational::CovariantStepInternals< T_M, T_Q, T_ALGEBRA >
▼CVariational::Abstract::StepInternals< T_M, T_Q, Abstract::Problem< T_M, T_Q > >
CVariational::EulerStepInternals< T_M, T_Q >
▼CVariational::Abstract::StepInternals< T_M, T_Q, T_TQ >
CVariational::GalerkinStepInternals< T_M, T_Q, T_TQ, T_N_STEPS >
CVariational::ImplicitEulerStepInternals< T_M, T_Q, T_TQ >
CVariational::MidpointStepInternals< T_M, T_Q, T_TQ >
CSyst< T_M, T_Q >
▼CVector
CNOXVector< T_DOF >
CNOXVector< T_LIE_ALGEBRA::DOF >
CNOXVector< T_Q::DOF *T_SIZE_MULTIVECT >
CT_TQ