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Class Hierarchy
This inheritance list is sorted roughly, but not completely, alphabetically:
[detail level 1234567]
oCMBSim::AbsoluteValueFunction< Sig >
oCMBSim::AllocateBase
oCansatz_functionClass of ansatz-functions for approximations with Galerkin-Method
oCfmatvec::Atom [external]
oCMBSim::BidirectionalFunction< Sig >
oCMBSim::BoundedFunction< Sig >
oCMBSim::CompositeFunction< Sig >
oCMBSim::ConstantFunction< Sig >
oCMBSim::ContinuedFunction< Sig >
oCcs_dmperm_results
oCcs_numeric
oCcs_sparse
oCcs_symbolic
oCMBSim::DeallocateBase
oCMBSim::DistanceFunction< Sig >
oCMBSim::DistanceFunction< double(double)>
oCMBSim::DistanceFunction< fmatvec::Vec(fmatvec::Vec)>
oCMBSim::DistanceFunction< fmatvec::Vec2(fmatvec::Vec2)>
oCMBXMLUtils::DOMEvalException [external]
oCexception
oCMBSim::PiecewisePolynomFunction< Ret(Arg)>::FirstDerivative
oCMBSim::FourierFunction< Sig >
oCMBSim::FromCasadi< Ret >
oCMBSim::FromCasadi< double >
oCMBSim::FromCasadi< fmatvec::Matrix< fmatvec::General, Row, Col, double > >
oCMBSim::FromCasadi< fmatvec::RowVector< Col, double > >
oCMBSim::FromCasadi< fmatvec::Vector< Col, double > >
oCMBSim::FromDouble< Ret >
oCMBSim::FromDouble< double >
oCMBSim::FromMatStr< Ret >
oCMBSim::FromMatStr< double >
oCMBSim::FromVecV< Ret >
oCMBSim::FromVecV< double >
oCfmatvec::Function< class > [external]
oCfmatvec::Function< Sig > [external]
oCMBSim::GaussLegendreQuadrature< Ret >
oCfmatvec::GeneralMatrix< T >Wrapper class for nurbs surface interpolating data point
oCfmatvec::GeneralMatrix< fmatvec::Vec4 >
oCMBSim::IdentityFunction< Sig >
oCMBSim::LimitedFunction< Sig >
oCMBSim::LimitedFunction< Ret(Arg)>
oCMBSim::LinearComplementarityProblemClass to solve a linear complementarity problem
oCMBSim::LinearFunction< Sig >
oCMechanicalLink
oCMBSim::ModellingInterfaceInterface for models of arbitrary domains, e.g. electrical components
oCMBSim::ModuloFunction< Sig >
oCMBSim::MultiDimensionalFixpointSolverFixpoint-Solver for multi-dimensional fixpoint-finding
oCMBSim::MultiDimensionalNewtonMethodNewton method for multidimensional root finding
oCMBSim::MultiDimFixPointIterationFixpointIteration for multi-dimensional fixpoint-finding
oCMBSim::MultiDimNewtonMethodNewton method for multi-dimensional root-finding
oCMBSim::NewtonMethodNewton method for one-dimensional root-finding
oCMBSim::NurbsCurveClass that copies the nurbs++-library using the fmatvec as a basis-math-library
oCMBSim::NurbsSurfaceA class to represent a NURBS surface
oCNurbsSurfaceArrayAn array of NurbsSurface
oCMBSim::ObjectFactory
oCMBSim::ObjectFactoryRegisterClassHelper< CreateType >
oCMBSim::ObjectFactoryRegisterClassHelperAsSingleton< CreateType >
oCMBSim::OpenMBVBody
oCMBSim::PiecewiseDefinedFunction< Sig >
oCMBSim::PiecewisePolynomFunction< Sig >
oCMBSim::PiecewisePolynomFunction< fmatvec::VecV(Arg1)>
oCMBSim::PiecewisePolynomFunction< Ret(Arg2)>
oCMBSim::PlanarContactSearchGeneral class for contact search with respect to one contour-parameter
oCMBSim::PolynomFunction< Sig >
oCMBSim::QuadraticFunction< Sig >
oCMBSim::RegulaFalsiRegular Falsi for one-dimensional root-finding
oCMBSim::RGBColorDefines additive color using values for each color between [0,1]
oCMBSim::Contact::saved_references
oCMBSim::PiecewisePolynomFunction< Ret(Arg)>::SecondDerivative
oCMBSim::SignumFunction< Sig >
oCMBSim::SinusoidalFunction< Sig >
oCMBSim::SpatialContactSearchGeneral class for contact search with respect to two contour-parameter
oCfmatvec::StaticSize< std::pair< MBSim::Contour *, MBSim::ContourFrame * > >We need to define fmatvec::StaticSize for the special arguement types defined by InfluenceFunction
oCMBSim::StepFunction< Sig >
oCMBSim::StopWatch
oCMBSim::SymbolicFunction< Sig >
oCMBSim::TabularFunction< Sig >
oCMBSim::ToDouble< Arg >
oCMBSim::ToDouble< double >
oCMBSim::ToDouble< fmatvec::RowVector< Row, double > >
oCMBSim::ToDouble< fmatvec::Vector< Col, double > >
oCMBSim::TwoDimensionalPiecewisePolynomFunction< Sig >
oCMBSim::TwoDimensionalTabularFunction< Sig >
oCfmatvec::Vector< Fixed< N >, double > [external]
oCfmatvec::Vector< Fixed< N+1 >, double > [external]
oCMBSim::VectorValuedFunction< Sig >
oCMBSim::MaxwellContact::xmlInfo
\CMBSim::PiecewisePolynomFunction< Ret(Arg)>::ZerothDerivative

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