Model for the base of a geometric kernel for T_Delaunay_triangulation_spherical_traits_3.
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#include <Delaunay_triangulation_spherical_traits_3.hpp>
template<class Kernel, class BasicKernel, class SphereRep>
class SBL::GT::T_Delaunay_triangulation_spherical_traits_3_base< Kernel, BasicKernel, SphereRep >
Model for the base of a geometric kernel for T_Delaunay_triangulation_spherical_traits_3.
It has to inherits from a base construction of geometric kernels in order to be compliant with the CGAL library kernels and constructions.
- Template Parameters
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Model of a sphere.
◆ SBL::GT::T_Delaunay_triangulation_spherical_traits_3_base::Base
class SBL::GT::T_Delaunay_triangulation_spherical_traits_3_base::Base |
template<class Kernel, class BasicKernel, class SphereRep>
template<class Kernel2>
class SBL::GT::T_Delaunay_triangulation_spherical_traits_3_base< Kernel, BasicKernel, SphereRep >::Base< Kernel2 >
Base for the kernel.
◆ Cartesian_const_iterator_3
Model for an iterator over coordinates of a 3D point.
◆ FT
typedef BasicKernel::FT FT |
Model for a field number type.
◆ RT
typedef BasicKernel::RT RT |
Model for a ring number type.
◆ construct_bbox_3_object()
Access to the functor with the corresponding name.
◆ construct_cartesian_const_iterator_3_object()
Access to the functor with the corresponding name.
◆ construct_point_3_object()
Access to the functor with the corresponding name.
◆ coplanar_side_of_bounded_circle_3_object()
Access to the functor with the corresponding name.
◆ old_kernel()
Access to the kernel base of this kernel.
◆ orientation_3_object()
Access to the functor with the corresponding name.
◆ side_of_oriented_sphere_3_object()
Access to the functor with the corresponding name.