CAPD DynSys Library  4.0
Class List
Here are the classes, structs, unions and interfaces with brief descriptions:
[detail level 12345]
 NcapdThis class provides a trait of being set of a given type, i.e
 Nautodiff
 Nauxil
 Nbasicalg
 NcovrelCovering relations, H-sets, cones conditions
 NcxscFast interval library
 NdiffAlgebra
 NdiffInclA rigorous integration of the differential inclusions
 NdynsetVarious set representations that can be moved with dynamical systems
 Ndynsys
 NfilibFast interval library
 NgeomsetDefinitions of sets as geometrical objects which can represent different shapes
 NintervalsInterval arithmetics
 Ninvset
 Nkrak
 NmapFunctions and Maps
 NmatrixAlgorithmsMatrix algorithms: Gauss elimination, orthonormalization, QR decomposition etc
 NmultiPrec
 Nnewton
 Npdes
 NpoincareThis namespace contains classes to compute Poincare Maps and Time Maps
 Nrounding
 Ntest
 Nvectalg
 CBinomial
 CBinomial< 0, 0 >
 CBinomial< 0, K >
 CBinomial< N, 0 >
 CBinomial< N, N >
 CFactorial
 CFactorial< 0 >
 CFactorial< 1 >
 CNewton
 CTexWriter
 CTypeTraitsDefines type traits such as their values zero, one etc
 CTypeTraits< ::capd::intervals::Interval< T, RT > >Specialization of TypeTraits for intervals
 CTypeTraits< capd::cxsc::Interval >Specialization for intervals
 CTypeTraits< capd::filib::Interval< T, R, M > >Specialization for intervals
 CTypeTraits< capd::multiPrec::MpReal >
 CTypeTraits< int >Traits of type int
 CTypeTraits< std::complex< T > >
 CTypeTraits< T * >
 CTypeTraits< Z2 >Traits of type Z2
 CTypeTraits< Zp >Traits of type Zp
 Nfadbad
 COp< capd::filib::Interval< BoundType, R, M > >
 Nstd
 CAdvStopwatch
 CBaseCurveT
 CBasePolicy
 CBaseSetT
 CCAPD_LOGGER
 Cconst_MatrixIterator
 CCRef
 CDimException
 CEmbDimException
 CEmptyIntersectionException
 CExample
 CFactorPolicyT
 CGraphicalOutput
 CHSetT
 Clogtwo
 Clogtwo< 0 >
 CMapIterator
 CMatrixIterator
 CMatrixSliceThis class represents a matrix without own container and data it is used for operations on submatrices
 CMichelsonFadMapThe Michelson system is reversible with respect to involution (x,y,z,t) -> (-x,y,-z,-t) We check rigorous C^0-C^1 solvers for preserving this property
 Cmy_type
 CMyConfig
 CNaNException
 CNodeData
 COde
 COdeNum
 Cofstreamcout
 CPolicies
 CpowerThree
 CpowerThree< 0 >
 CQFormT
 CrationalNumber
 CRotatedHenonMap
 CSetProperties
 CSetProperties< SetT, false >
 CSkipCommentsIstream
 CStopwatch
 CTimeCount
 CwxApp
 CwxFrame
 CwxThread
 CZ2
 CZp