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

[detail level 123]

Ccodac2::Color	Color structure, in RGBA or HSVA format
Ccodac2::ColorMap	Represents a set of RGB or HSV values
Ccodac2::SlicedTube< T >::const_iterator	Constant iterator over the slices of this tube
Ccodac2::SlicedTube< T >::const_reverse_iterator	Constant reverse iterator over the slices of this tube
Ccodac2::CtcDist	Implements the distance constraint on \(\mathbf{a}\in\mathbb{R}^2\), \(\mathbf{b}\in\mathbb{R}^2\) and \(d\in\mathbb{R}\) such that:
Ccodac2::CtcGaussElim	Contractor for a linear system of interval equations, based on the classical Gauss elimination procedure
Ccodac2::CtcGaussSeidel	Contractor for a linear system of interval equations, using a fixed-point approach based on the Gauss Seidel method
Ccodac2::CtcInter< X >	Sequential intersection of several contractors:
Ccodac2::CtcInter< IntervalVector >
Ccodac2::CtcInter<>	Default CtcInter specialization for box contractors
Ccodac2::CtcInter< T... >
Ccodac2::CtcInterType< Tuple >	Helper meta-function returning the appropriate CtcInter type from a tuple
Ccodac2::CtcInterType< std::tuple< T... > >	CtcInterType specialization for tuples of contracted types
Ccodac2::CtcLinearPrecond	Contractor for a linear system of interval equations, using a preconditioning method before calling some provided contractor
Ccodac2::CtcLohner	The Lohner contractor uses Lohner's guaranteed integration algorithm to contract a tube according to a differential equation
Ccodac2::CtcPolar	Implements the polar constraint on \(x\in\mathbb{R}\), \(y\in\mathbb{R}\), \(\rho\in\mathbb{R}^+\) and \(\theta\in\mathbb{R}\) such that:
Ccodac2::DefaultFigure	Default view class, used to manage the default figure
Ccodac2::Ellipsoid	Ellipsoid representation
Ccodac2::ExprBase	Abstract base class for representing an expression
Ccodac2::ExprID	A class representing a unique identifier for expressions
Ccodac2::Figure2D	Figure2D class, used for 2D display
Ccodac2::Figure2DInterface	Interface for 2D figures
Ccodac2::OutputFigure2D	Output figure class, used to manage the output figures
Ccodac2::Figure2D_IPE	IPE output class
Ccodac2::Figure2D_VIBes	VIBes output class
Ccodac2::Figure3D	Figure3D class, used for 3D figures
Ccodac2::FlatInputBinding	Binding information associated with one input argument in a flattened input domain
Ccodac2::FlatInputLayout	Flattened layout associated with an analytic function input domain
Ccodac2::symbolic::detail::FlatSymbolTable	Symbol table associated with a flattened analytic input domain
Ccodac2::FunctionArgsList	A container class to manage a collection of function arguments
Ccodac2::FunctionBase< E >	A base class for functions (either analytic functions, or set functions)
Ccodac2::FunctionBase< AnalyticExpr< OutputType > >
Ccodac2::FunctionBase< AnalyticExpr< T > >
Ccodac2::FunctionBase< AnalyticExpr< typename ExprType< Y >::Type > >
Ccodac2::FunctionBase< AnalyticExpr< VectorType > >
Ccodac2::FunctionBase< SetExpr >
Ccodac2::GlobalEnclosureError	Encapsulates runtime error for global enclosure estimation failure
Ccodac2::Interval	Interval class, for representing closed and connected subsets of \(\mathbb{R}\)
Ccodac2::TSlice	Temporal slice shared by sliced tubes
Ccodac2::IntvFullPivLU	Full pivot LU decomposition for a matrix of intervals, based on Eigen decomposition. The decomposition is of the form \(\mathbf{M} = \mathbf{P}^{-1} [\mathbf{L}][\mathbf{U}] \mathbf{Q}^{-1}\) where \(\mathbf{P}\) and \(\mathbf{Q}\) are permutation matrices, and \([\mathbf{L}]\) and \([\mathbf{U}]\) are lower and upper interval matrices (i.e. \([\mathbf{L}]\)'s diagonal is 1)
Ccodac2::SlicedTube< T >::iterator	Mutable iterator over the slices of this tube
Ccodac2::LohnerAlgorithm	Simple first order Lohner algorithm to perform guaranteed integration of a system \(\dot{\mathbf{x}}=\mathbf{f}(\mathbf{x})\)
Ccodac2::OctaSym	Represents an hyperoctahedral symmetry
Ccodac2::OperationExprBase< X >	A base class for expressions representing operations with multiple operands
Ccodac2::OperationExprBase< AnalyticExpr< MatrixType > >
Ccodac2::OperationExprBase< AnalyticExpr< ScalarType > >
Ccodac2::OperationExprBase< AnalyticExpr< VectorType > >
Ccodac2::OperationExprBase< AnalyticExpr< X >... >
Ccodac2::OperationExprBase< SetExpr >
Ccodac2::OperationExprBase< X... >
Ccodac2::PEIBOS_CAPD_Key	Key structure for PEIBOS CAPD results
Ccodac2::Polygon	Represents a polygon (convex or non-convex) defined by its vertices enclosed in IntervalVectors
Ccodac2::ConvexPolygon	Represents a convex polygon defined by vertices enclosed in IntervalVectors
Ccodac2::ProjBase	Base class for projection-related operations
Ccodac2::SlicedTube< T >::reverse_iterator	Mutable reverse iterator over the slices of this tube
Ccodac2::symbolic::detail::ScalarBridgeContext	Context gathering the bridge objects needed for one scalar transformation
Ccodac2::Segment	Represents a geometric segment defined by two points enclosed in IntervalVectors
Ccodac2::SepChi	A separator on the Chi constraint If [x] in Sa, then Sb, else Sc
Ccodac2::SliceBase	Base class for codomain slices attached to a temporal slice
Ccodac2::Slice< T >	Codomain of a sliced tube over one temporal slice
Ccodac2::StylePropertiesBase	Style properties structure, to specify the style of a shape
Ccodac2::StyleGradientProperties	Style properties structure, to specify the style of a shape
Ccodac2::StyleProperties	Style properties structure, to specify the style of a shape
Ccodac2::symbolic::detail::SympyExporter	Exports Codac scalar expressions to SymPy expressions
Ccodac2::symbolic::detail::SympyImporter	Imports SymPy scalar expressions into Codac scalar expressions
Ccodac2::TDomain	Temporal partition associated with sliced tubes
Ccodac2::TubeBase	Base class for tubes defined over a temporal domain
Ccodac2::SlicedTubeBase	Base class for tubes defined over a sliced temporal domain
Ccodac2::SlicedTube< T >	Tube represented over a sliced temporal domain
Ccodac2::VarBase	Abstract base class for representing variables in analytic or set functions
Ccodac2::VectorCompare	Comparison functor for codac2::Vector objects
Ccodac2::Zonotope	Class representing a zonotope \(\mathbf{z} + \mathbf{A}\cdot[-1,1]^m\)
Ccodac2::Parallelepiped	Class representing a parallelepiped \(\mathbf{z} + \mathbf{A}\cdot[-1,1]^m\)