Here is the list of all concepts and classes of this package. Classes are inside the namespace CGAL. Concepts are in the global namespace.

[detail level 123]

NAocTraits	The namespace containing concepts specific to 1D Arrangements
CCompareX_1
CPoint_1	Represents a 1D point on a curve
NCGAL
NArrangement_on_curve_1
CArrangement_on_curve_1
CFt_traits_1	Ft_traits_1 is a minimal, scalar model of the AocTraits_1 concept
CGeom_traits_2_adaptor_1	Adapts any 2D geometry traits class of the 2D Arrangements package (i.e., any model of the ArrangementTraits_2 concept, or a refinement thereof) into a 1D geometry traits class, suitable for use with Arrangement_on_curve_1
CLine_2_traits_1	Line_2_traits_1 is a geometric traits model of AocTraits_1 designed for subdivisions along an infinite supporting line embedded in 2D Euclidean space
CLine_3_traits_1	Line_3_traits_1 is a geometric traits model of AocTraits_1 designed for subdivisions along an infinite supporting line embedded in 3D Euclidean space
CLine_d_traits_1	Line_d_traits_1 is a geometric traits model of AocTraits_1 designed for subdivisions along an infinite supporting line embedded in a d-dimensional coordinate space
CUnbounded_topology_traits	The class template Unbounded_topology_traits provides a model of the AocTopologyTraits concept for 1D arrangements embedded on an unbounded carrier curve
CAocTopologyTraits	The concept AocTopologyTraits encapsulates the topological data structures, storage layout, memory allocation, and navigation primitives required by CGAL::Arrangement_on_curve_1 to maintain subdivisions of a 1D carrier curve
CAocTraits_1	The concept AocTraits_1 defines the minimal set of geometric predicates needed for the construction and maintenance of objects of the class Arrangement_on_curve_1, as well as performing simple queries (such as point-location queries) on such arrangements
CArrangementOnCurve_1
COverlayVisitor	A model of the OverlayVisitor concept contains callback functions invoked while the overlay operation of two input arrangements progresses. Models of the concept are used by the free function Arrangement_on_curve_1::overlay() to maintain the auxiliary data stored with the cells (i.e., vertices and edges) of the resulting overlaid arrangement, based on the contents of the input cells