Here are the classes, structs, unions and interfaces with brief descriptions:

[detail level 1234]

Ncodac2
Nsymbolic
Ndetail
CFlatSymbolTable	Symbol table associated with a flattened analytic input domain
CSympyExporter	Exports Codac scalar expressions to SymPy expressions
CSympyImporter	Imports SymPy scalar expressions into Codac scalar expressions
CScalarBridgeContext	Context gathering the bridge objects needed for one scalar transformation
COctaSym	Represents an hyperoctahedral symmetry
CSlicedTube	Tube represented over a sliced temporal domain
Citerator	Mutable iterator over the slices of this tube
Creverse_iterator	Mutable reverse iterator over the slices of this tube
Cconst_iterator	Constant iterator over the slices of this tube
Cconst_reverse_iterator	Constant reverse iterator over the slices of this tube
CSlice	Codomain of a sliced tube over one temporal slice
CCtcDist	Implements the distance constraint on \(\mathbf{a}\in\mathbb{R}^2\), \(\mathbf{b}\in\mathbb{R}^2\) and \(d\in\mathbb{R}\) such that:
CCtcInter	Sequential intersection of several contractors:
CCtcInter<>	Default CtcInter specialization for box contractors
CCtcInterType	Helper meta-function returning the appropriate CtcInter type from a tuple
CCtcInterType< std::tuple< T... > >	CtcInterType specialization for tuples of contracted types
CGlobalEnclosureError	Encapsulates runtime error for global enclosure estimation failure
CLohnerAlgorithm	Simple first order Lohner algorithm to perform guaranteed integration of a system \(\dot{\mathbf{x}}=\mathbf{f}(\mathbf{x})\)
CCtcLohner	The Lohner contractor uses Lohner's guaranteed integration algorithm to contract a tube according to a differential equation
CCtcPolar	Implements the polar constraint on \(x\in\mathbb{R}\), \(y\in\mathbb{R}\), \(\rho\in\mathbb{R}^+\) and \(\theta\in\mathbb{R}\) such that:
CCtcGaussElim	Contractor for a linear system of interval equations, based on the classical Gauss elimination procedure
CCtcGaussSeidel	Contractor for a linear system of interval equations, using a fixed-point approach based on the Gauss Seidel method
CCtcLinearPrecond	Contractor for a linear system of interval equations, using a preconditioning method before calling some provided contractor
CEllipsoid	Ellipsoid representation
CInterval	Interval class, for representing closed and connected subsets of \(\mathbb{R}\)
CSliceBase	Base class for codomain slices attached to a temporal slice
CSlicedTubeBase	Base class for tubes defined over a sliced temporal domain
CTDomain	Temporal partition associated with sliced tubes
CTSlice	Temporal slice shared by sliced tubes
CTubeBase	Base class for tubes defined over a temporal domain
CParallelepiped	Class representing a parallelepiped \(\mathbf{z} + \mathbf{A}\cdot[-1,1]^m\)
CZonotope	Class representing a zonotope \(\mathbf{z} + \mathbf{A}\cdot[-1,1]^m\)
CFlatInputBinding	Binding information associated with one input argument in a flattened input domain
CFlatInputLayout	Flattened layout associated with an analytic function input domain
CExprID	A class representing a unique identifier for expressions
CExprBase	Abstract base class for representing an expression
COperationExprBase	A base class for expressions representing operations with multiple operands
CFunctionArgsList	A container class to manage a collection of function arguments
CFunctionBase	A base class for functions (either analytic functions, or set functions)
CVarBase	Abstract base class for representing variables in analytic or set functions
CConvexPolygon	Represents a convex polygon defined by vertices enclosed in IntervalVectors
CPolygon	Represents a polygon (convex or non-convex) defined by its vertices enclosed in IntervalVectors
CSegment	Represents a geometric segment defined by two points enclosed in IntervalVectors
CIntvFullPivLU	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)
CVectorCompare	Comparison functor for codac2::Vector objects
CProjBase	Base class for projection-related operations
CSepChi	A separator on the Chi constraint If [x] in Sa, then Sb, else Sc
CPEIBOS_CAPD_Key	Key structure for PEIBOS CAPD results
CFigure2D_IPE	IPE output class
CFigure2D_VIBes	VIBes output class
CFigure2D	Figure2D class, used for 2D display
CDefaultFigure	Default view class, used to manage the default figure
CFigure2DInterface	Interface for 2D figures
CFigure3D	Figure3D class, used for 3D figures
COutputFigure2D	Output figure class, used to manage the output figures
CColor	Color structure, in RGBA or HSVA format
CColorMap	Represents a set of RGB or HSV values
CStyleGradientProperties	Style properties structure, to specify the style of a shape
CStyleProperties	Style properties structure, to specify the style of a shape
CStylePropertiesBase	Style properties structure, to specify the style of a shape