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distributed/
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planar_detail/
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property_maps/
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accounting.hpp
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adjacency_iterator.hpp
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adjacency_list.hpp
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adjacency_matrix.hpp
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core_numbers.hpp
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cycle_canceling.hpp
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dag_shortest_paths.hpp
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degree_centrality.hpp
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depth_first_search.hpp
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dijkstra_shortest_paths.hpp
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dijkstra_shortest_paths_no_color_map.hpp
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dimacs.hpp
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directed_graph.hpp
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dll_import_export.hpp
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dominator_tree.hpp
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eccentricity.hpp
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edge_coloring.hpp
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edge_connectivity.hpp
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edge_list.hpp
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geodesic_distance.hpp
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graphml.hpp
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graphviz.hpp
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graph_archetypes.hpp
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graph_as_tree.hpp
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graph_concepts.hpp
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graph_mutability_traits.hpp
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graph_selectors.hpp
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graph_stats.hpp
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graph_traits.hpp
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graph_utility.hpp
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grid_graph.hpp
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hawick_circuits.hpp
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howard_cycle_ratio.hpp
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incremental_components.hpp
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isomorphism.hpp
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is_kuratowski_subgraph.hpp
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kamada_kawai_spring_layout.hpp
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king_ordering.hpp
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kruskal_min_spanning_tree.hpp
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labeled_graph.hpp
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leda_graph.hpp
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lookup_edge.hpp
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loop_erased_random_walk.hpp
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make_biconnected_planar.hpp
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make_connected.hpp
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make_maximal_planar.hpp
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matrix_as_graph.hpp
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maximum_adjacency_search.hpp
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maximum_weighted_matching.hpp
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max_cardinality_matching.hpp
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mcgregor_common_subgraphs.hpp
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mesh_graph_generator.hpp
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metis.hpp
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minimum_degree_ordering.hpp
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named_function_params.hpp
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neighbor_bfs.hpp
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numeric_values.hpp
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one_bit_color_map.hpp
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overloading.hpp
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page_rank.hpp
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planar_canonical_ordering.hpp
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planar_face_traversal.hpp
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plod_generator.hpp
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point_traits.hpp
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prim_minimum_spanning_tree.hpp
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profile.hpp
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properties.hpp
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property_iter_range.hpp
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push_relabel_max_flow.hpp
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random.hpp
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random_layout.hpp
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random_spanning_tree.hpp
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read_dimacs.hpp
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relax.hpp
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reverse_graph.hpp
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rmat_graph_generator.hpp
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r_c_shortest_paths.hpp
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sequential_vertex_coloring.hpp
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simple_point.hpp
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sloan_ordering.hpp
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smallest_last_ordering.hpp
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small_world_generator.hpp
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ssca_graph_generator.hpp
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stanford_graph.hpp
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stoer_wagner_min_cut.hpp
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strong_components.hpp
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st_connected.hpp
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subgraph.hpp
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successive_shortest_path_nonnegative_weights.hpp
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tiernan_all_cycles.hpp
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topological_sort.hpp
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topology.hpp
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tree_traits.hpp
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two_bit_color_map.hpp
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two_graphs_common_spanning_trees.hpp
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vector_as_graph.hpp
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vertex_and_edge_range.hpp
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vf2_sub_graph_iso.hpp
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visitors.hpp
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wavefront.hpp
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/usr/include/boost/graph/planar_face_traversal.hpp
(6020B)
//======================================================================= // Copyright (c) Aaron Windsor 2007 // // Distributed under the Boost Software License, Version 1.0. (See // accompanying file LICENSE_1_0.txt or copy at // http://www.boost.org/LICENSE_1_0.txt) //======================================================================= #ifndef __PLANAR_FACE_TRAVERSAL_HPP__ #define __PLANAR_FACE_TRAVERSAL_HPP__ #include <vector> #include <set> #include <map> #include <boost/next_prior.hpp> #include <boost/graph/graph_traits.hpp> #include <boost/graph/properties.hpp> namespace boost { struct planar_face_traversal_visitor { void begin_traversal() {} void begin_face() {} template < typename Edge > void next_edge(Edge) {} template < typename Vertex > void next_vertex(Vertex) {} void end_face() {} void end_traversal() {} }; template < typename Graph, typename PlanarEmbedding, typename Visitor, typename EdgeIndexMap > void planar_face_traversal(const Graph& g, PlanarEmbedding embedding, Visitor& visitor, EdgeIndexMap em) { typedef typename graph_traits< Graph >::vertex_descriptor vertex_t; typedef typename graph_traits< Graph >::edge_descriptor edge_t; typedef typename graph_traits< Graph >::vertex_iterator vertex_iterator_t; typedef typename graph_traits< Graph >::edge_iterator edge_iterator_t; typedef typename property_traits< PlanarEmbedding >::value_type embedding_value_t; typedef typename embedding_value_t::const_iterator embedding_iterator_t; typedef typename std::vector< std::set< vertex_t > > distinguished_edge_storage_t; typedef typename std::vector< std::map< vertex_t, edge_t > > distinguished_edge_to_edge_storage_t; typedef typename boost::iterator_property_map< typename distinguished_edge_storage_t::iterator, EdgeIndexMap > distinguished_edge_map_t; typedef typename boost::iterator_property_map< typename distinguished_edge_to_edge_storage_t::iterator, EdgeIndexMap > distinguished_edge_to_edge_map_t; distinguished_edge_storage_t visited_vector(num_edges(g)); distinguished_edge_to_edge_storage_t next_edge_vector(num_edges(g)); distinguished_edge_map_t visited(visited_vector.begin(), em); distinguished_edge_to_edge_map_t next_edge(next_edge_vector.begin(), em); vertex_iterator_t vi, vi_end; typename std::vector< edge_t >::iterator ei, ei_end; edge_iterator_t fi, fi_end; embedding_iterator_t pi, pi_begin, pi_end; visitor.begin_traversal(); // Initialize the next_edge property map. This map is initialized from the // PlanarEmbedding so that get(next_edge, e)[v] is the edge that comes // after e in the clockwise embedding around vertex v. for (boost::tie(vi, vi_end) = vertices(g); vi != vi_end; ++vi) { vertex_t v(*vi); pi_begin = embedding[v].begin(); pi_end = embedding[v].end(); for (pi = pi_begin; pi != pi_end; ++pi) { edge_t e(*pi); std::map< vertex_t, edge_t > m = get(next_edge, e); m[v] = boost::next(pi) == pi_end ? *pi_begin : *boost::next(pi); put(next_edge, e, m); } } // Take a copy of the edges in the graph here, since we want to accomodate // face traversals that add edges to the graph (for triangulation, in // particular) and don't want to use invalidated edge iterators. // Also, while iterating over all edges in the graph, we single out // any self-loops, which need some special treatment in the face traversal. std::vector< edge_t > self_loops; std::vector< edge_t > edges_cache; std::vector< vertex_t > vertices_in_edge; for (boost::tie(fi, fi_end) = edges(g); fi != fi_end; ++fi) { edge_t e(*fi); edges_cache.push_back(e); if (source(e, g) == target(e, g)) self_loops.push_back(e); } // Iterate over all edges in the graph ei_end = edges_cache.end(); for (ei = edges_cache.begin(); ei != ei_end; ++ei) { edge_t e(*ei); vertices_in_edge.clear(); vertices_in_edge.push_back(source(e, g)); vertices_in_edge.push_back(target(e, g)); typename std::vector< vertex_t >::iterator vi, vi_end; vi_end = vertices_in_edge.end(); // Iterate over both vertices in the current edge for (vi = vertices_in_edge.begin(); vi != vi_end; ++vi) { vertex_t v(*vi); std::set< vertex_t > e_visited = get(visited, e); typename std::set< vertex_t >::iterator e_visited_found = e_visited.find(v); if (e_visited_found == e_visited.end()) visitor.begin_face(); while (e_visited.find(v) == e_visited.end()) { visitor.next_vertex(v); visitor.next_edge(e); e_visited.insert(v); put(visited, e, e_visited); v = source(e, g) == v ? target(e, g) : source(e, g); e = get(next_edge, e)[v]; e_visited = get(visited, e); } if (e_visited_found == e_visited.end()) visitor.end_face(); } } // Iterate over all self-loops, visiting them once separately // (they've already been visited once, this visitation is for // the "inside" of the self-loop) ei_end = self_loops.end(); for (ei = self_loops.begin(); ei != ei_end; ++ei) { visitor.begin_face(); visitor.next_edge(*ei); visitor.next_vertex(source(*ei, g)); visitor.end_face(); } visitor.end_traversal(); } template < typename Graph, typename PlanarEmbedding, typename Visitor > inline void planar_face_traversal( const Graph& g, PlanarEmbedding embedding, Visitor& visitor) { planar_face_traversal(g, embedding, visitor, get(edge_index, g)); } } // namespace boost #endif //__PLANAR_FACE_TRAVERSAL_HPP__
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