CGAL 4.5.1 - CGAL and the Boost Graph Library
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boost::vertex_index_t
boost::halfedge_index_t
boost::edge_index_t
boost::face_index_t
boost::vertex_point_t
Different CGAL types have been adapted as graphs for the Bgl. All adapted types are listed here. The pages document which concepts they model, the properties they support, and any possible caveats that a user might encounter.
boost::graph_traits< CGAL::Arrangement_2<T,DC> >
boost::graph_traits< CGAL::Polyhedron_3<T> >
boost::graph_traits< CGAL::Triangulation_2<GT, TDS> >
CGAL::Triangulation_vertex_base_with_id_2
CGAL::Arr_vertex_index_map
CGAL::Arr_face_index_map
CGAL::HalfedgeDS_vertex_max_base_with_id
CGAL::HalfedgeDS_halfedge_max_base_with_id
CGAL::HalfedgeDS_face_max_base_with_id
CGAL::Polyhedron_items_with_id_3
CGAL::Halfedge_around_source_iterator
CGAL::Halfedge_around_target_iterator
CGAL::Halfedge_around_face_iterator
CGAL::Halfedge_around_source_circulator
CGAL::Halfedge_around_target_circulator
CGAL::Halfedge_around_face_circulator
CGAL::halfedges_around_source
CGAL::halfedges_around_target
CGAL::halfedges_around_face
CGAL::Euler::join_vertex()
CGAL::Euler::split_vertex()
CGAL::Euler::split_edge()
CGAL::Euler::join_face()
CGAL::Euler::split_face()
CGAL::Euler::join_loop()
CGAL::Euler::split_loop()
CGAL::Euler::remove_face()
CGAL::Euler::make_hole()
CGAL::Euler::add_center_vertex()
CGAL::Euler::remove_center_vertex()
CGAL::Euler::add_vertex_and_face_to_border()
CGAL::Euler::add_face_to_border()
CGAL::Euler::collapse_edge()
CGAL::Euler::safisfies_link_condition()
Modules | |
Specializations of boost::graph_traits | |
Bgl defines the class template boost::graph_traits as a uniform interface to the properties and types of graph types. | |
Concepts | |
We extend the Boost Graph Library(Bgl for short) with a set of new concepts. | |
Properties | |
The property tags model of the boost concept PropertyTag . | |
Helper Classes | |
Iterators and Circulators | |
Several iterators and circulators are provided that enable to iterate through the halfedges incident to a given face or vertex. | |
Euler Operations | |
We call high level operations that maintain the validity of a halfedge graph Euler Operations. | |