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

[detail level 123]

CWFMath::AtlasInType
CWFMath::AtlasOutType
CWFMath::AxisBox< dim >	A dim dimensional axis-aligned box
CWFMath::Ball< dim >	A dim dimensional ball
▼CWFMath::_IOWrapper::BaseRead
CWFMath::_IOWrapper::ImplRead< C >
▼CWFMath::_IOWrapper::BaseWrite
CWFMath::_IOWrapper::ImplWrite< C >
CWFMath::_miniball::Basis< d >
▼Cstd::exception	STL class
▼Cstd::runtime_error	STL class
CWFMath::ParseError	An error thrown by operator>>() when it fails to parse wfmath types
CWFMath::ColinearVectors< dim >	An error thrown by certain functions when passed parallel vectors
CWFMath::Quaternion::Identity
CWFMath::Line< dim >	A dim dimensional line
CWFMath::LinePointData
CWF::Math::Matrix< rows, columns >
CWFMath::_miniball::Miniball< d >
CWFMath::MTRand
CWFMath::numeric_constants< FloatType >
CWFMath::numeric_constants< double >
CWFMath::numeric_constants< float >
CWFMath::Point< dim >	A dim dimensional point
CWFMath::Point< 2 >
CWFMath::Poly2Orient< dim >
CWFMath::Poly2OrientIntersectData
CWFMath::Poly2Reorient
CWFMath::Polygon< dim >	A polygon, all of whose points lie in a plane, embedded in dim dimensions
CWFMath::Polygon< 2 >	The 2D specialization of the Polygon<> template
CWFMath::PolyReader< dim >
CWFMath::Quaternion	A normalized quaternion
CWFMath::RotBox< dim >	A dim dimensional box, lying at an arbitrary angle
CWFMath::RotMatrix< dim >	A dim dimensional rotation matrix. Technically, a member of the group O(dim)
CWF::Math::RowVector< rows, columns >
CWFMath::Segment< dim >	A line segment embedded in dim dimensions
CWFMath::Shape< dim >	A fake class which documents the generic parts of the WFMath interface
CWFMath::TimeDiff	The difference between two timestamps
CWFMath::TimeStamp	A time stamp
CWFMath::Vector< dim >	A dim dimensional vector
CWFMath::Vector< 2 >
CWFMath::Vector< 3 >
CWFMath::_miniball::Wrapped_array< d >
CWFMath::ZeroPrimitive< Shape >	Utility class for providing zero primitives. This class will only work with simple structures such as Vector or Point which provide a m_elem structure. In order for it to access the m_elem structure it must be declared as a friend class of the class it will provide an instance of