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accounting.hpp
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graph_archetypes.hpp
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graph_as_tree.hpp
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random.hpp
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/usr/include/boost/graph/graph_archetypes.hpp
(11008B)
//======================================================================= // Copyright 2002 Indiana University. // Authors: Andrew Lumsdaine, Lie-Quan Lee, Jeremy G. Siek // // 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 BOOST_GRAPH_ARCHETYPES_HPP #define BOOST_GRAPH_ARCHETYPES_HPP #include <boost/property_map/property_map.hpp> #include <boost/concept_archetype.hpp> #include <boost/graph/graph_traits.hpp> #include <boost/graph/properties.hpp> namespace boost { // should use a different namespace for this namespace detail { struct null_graph_archetype : public null_archetype<> { struct traversal_category { }; }; } //=========================================================================== template < typename Vertex, typename Directed, typename ParallelCategory, typename Base = detail::null_graph_archetype > struct incidence_graph_archetype : public Base { typedef typename Base::traversal_category base_trav_cat; struct traversal_category : public incidence_graph_tag, public base_trav_cat { }; #if 0 typedef immutable_graph_tag mutability_category; #endif typedef Vertex vertex_descriptor; typedef unsigned int degree_size_type; typedef unsigned int vertices_size_type; typedef unsigned int edges_size_type; struct edge_descriptor { edge_descriptor() {} edge_descriptor(const detail::dummy_constructor&) {} bool operator==(const edge_descriptor&) const { return false; } bool operator!=(const edge_descriptor&) const { return false; } }; typedef input_iterator_archetype< edge_descriptor > out_edge_iterator; typedef Directed directed_category; typedef ParallelCategory edge_parallel_category; typedef void adjacency_iterator; typedef void in_edge_iterator; typedef void vertex_iterator; typedef void edge_iterator; static vertex_descriptor null_vertex() { return vertex_descriptor(); } }; template < typename V, typename D, typename P, typename B > V source( const typename incidence_graph_archetype< V, D, P, B >::edge_descriptor&, const incidence_graph_archetype< V, D, P, B >&) { return V(static_object< detail::dummy_constructor >::get()); } template < typename V, typename D, typename P, typename B > V target( const typename incidence_graph_archetype< V, D, P, B >::edge_descriptor&, const incidence_graph_archetype< V, D, P, B >&) { return V(static_object< detail::dummy_constructor >::get()); } template < typename V, typename D, typename P, typename B > std::pair< typename incidence_graph_archetype< V, D, P, B >::out_edge_iterator, typename incidence_graph_archetype< V, D, P, B >::out_edge_iterator > out_edges(const V&, const incidence_graph_archetype< V, D, P, B >&) { typedef typename incidence_graph_archetype< V, D, P, B >::out_edge_iterator Iter; return std::make_pair(Iter(), Iter()); } template < typename V, typename D, typename P, typename B > typename incidence_graph_archetype< V, D, P, B >::degree_size_type out_degree( const V&, const incidence_graph_archetype< V, D, P, B >&) { return 0; } //=========================================================================== template < typename Vertex, typename Directed, typename ParallelCategory, typename Base = detail::null_graph_archetype > struct adjacency_graph_archetype : public Base { typedef typename Base::traversal_category base_trav_cat; struct traversal_category : public adjacency_graph_tag, public base_trav_cat { }; typedef Vertex vertex_descriptor; typedef unsigned int degree_size_type; typedef unsigned int vertices_size_type; typedef unsigned int edges_size_type; typedef void edge_descriptor; typedef input_iterator_archetype< Vertex > adjacency_iterator; typedef Directed directed_category; typedef ParallelCategory edge_parallel_category; typedef void in_edge_iterator; typedef void out_edge_iterator; typedef void vertex_iterator; typedef void edge_iterator; static vertex_descriptor null_vertex() { return vertex_descriptor(); } }; template < typename V, typename D, typename P, typename B > std::pair< typename adjacency_graph_archetype< V, D, P, B >::adjacency_iterator, typename adjacency_graph_archetype< V, D, P, B >::adjacency_iterator > adjacent_vertices(const V&, const adjacency_graph_archetype< V, D, P, B >&) { typedef typename adjacency_graph_archetype< V, D, P, B >::adjacency_iterator Iter; return std::make_pair(Iter(), Iter()); } template < typename V, typename D, typename P, typename B > typename adjacency_graph_archetype< V, D, P, B >::degree_size_type out_degree( const V&, const adjacency_graph_archetype< V, D, P, B >&) { return 0; } //=========================================================================== template < typename Vertex, typename Directed, typename ParallelCategory, typename Base = detail::null_graph_archetype > struct vertex_list_graph_archetype : public Base { typedef incidence_graph_archetype< Vertex, Directed, ParallelCategory > Incidence; typedef adjacency_graph_archetype< Vertex, Directed, ParallelCategory > Adjacency; typedef typename Base::traversal_category base_trav_cat; struct traversal_category : public vertex_list_graph_tag, public base_trav_cat { }; #if 0 typedef immutable_graph_tag mutability_category; #endif typedef Vertex vertex_descriptor; typedef unsigned int degree_size_type; typedef typename Incidence::edge_descriptor edge_descriptor; typedef typename Incidence::out_edge_iterator out_edge_iterator; typedef typename Adjacency::adjacency_iterator adjacency_iterator; typedef input_iterator_archetype< Vertex > vertex_iterator; typedef unsigned int vertices_size_type; typedef unsigned int edges_size_type; typedef Directed directed_category; typedef ParallelCategory edge_parallel_category; typedef void in_edge_iterator; typedef void edge_iterator; static vertex_descriptor null_vertex() { return vertex_descriptor(); } }; template < typename V, typename D, typename P, typename B > std::pair< typename vertex_list_graph_archetype< V, D, P, B >::vertex_iterator, typename vertex_list_graph_archetype< V, D, P, B >::vertex_iterator > vertices(const vertex_list_graph_archetype< V, D, P, B >&) { typedef typename vertex_list_graph_archetype< V, D, P, B >::vertex_iterator Iter; return std::make_pair(Iter(), Iter()); } template < typename V, typename D, typename P, typename B > typename vertex_list_graph_archetype< V, D, P, B >::vertices_size_type num_vertices(const vertex_list_graph_archetype< V, D, P, B >&) { return 0; } // ambiguously inherited from incidence graph and adjacency graph template < typename V, typename D, typename P, typename B > typename vertex_list_graph_archetype< V, D, P, B >::degree_size_type out_degree( const V&, const vertex_list_graph_archetype< V, D, P, B >&) { return 0; } //=========================================================================== struct property_graph_archetype_tag { }; template < typename GraphArchetype, typename Property, typename ValueArch > struct property_graph_archetype : public GraphArchetype { typedef property_graph_archetype_tag graph_tag; typedef ValueArch vertex_property_type; typedef ValueArch edge_property_type; }; struct choose_edge_property_map_archetype { template < typename Graph, typename Property, typename Tag > struct bind_ { typedef mutable_lvalue_property_map_archetype< typename Graph::edge_descriptor, Property > type; typedef lvalue_property_map_archetype< typename Graph::edge_descriptor, Property > const_type; }; }; template <> struct edge_property_selector< property_graph_archetype_tag > { typedef choose_edge_property_map_archetype type; }; struct choose_vertex_property_map_archetype { template < typename Graph, typename Property, typename Tag > struct bind_ { typedef mutable_lvalue_property_map_archetype< typename Graph::vertex_descriptor, Property > type; typedef lvalue_property_map_archetype< typename Graph::vertex_descriptor, Property > const_type; }; }; template <> struct vertex_property_selector< property_graph_archetype_tag > { typedef choose_vertex_property_map_archetype type; }; template < typename G, typename P, typename V > typename property_map< property_graph_archetype< G, P, V >, P >::type get( P, property_graph_archetype< G, P, V >&) { typename property_map< property_graph_archetype< G, P, V >, P >::type pmap; return pmap; } template < typename G, typename P, typename V > typename property_map< property_graph_archetype< G, P, V >, P >::const_type get( P, const property_graph_archetype< G, P, V >&) { typename property_map< property_graph_archetype< G, P, V >, P >::const_type pmap; return pmap; } template < typename G, typename P, typename K, typename V > typename property_traits< typename property_map< property_graph_archetype< G, P, V >, P >::const_type >::value_type get(P p, const property_graph_archetype< G, P, V >& g, K k) { return get(get(p, g), k); } template < typename G, typename P, typename V, typename Key > void put( P p, property_graph_archetype< G, P, V >& g, const Key& key, const V& value) { typedef typename boost::property_map< property_graph_archetype< G, P, V >, P >::type Map; Map pmap = get(p, g); put(pmap, key, value); } struct color_value_archetype { color_value_archetype() {} color_value_archetype(detail::dummy_constructor) {} bool operator==(const color_value_archetype&) const { return true; } bool operator!=(const color_value_archetype&) const { return true; } }; template <> struct color_traits< color_value_archetype > { static color_value_archetype white() { return color_value_archetype( static_object< detail::dummy_constructor >::get()); } static color_value_archetype gray() { return color_value_archetype( static_object< detail::dummy_constructor >::get()); } static color_value_archetype black() { return color_value_archetype( static_object< detail::dummy_constructor >::get()); } }; template < typename T > class buffer_archetype { public: void push(const T&) {} void pop() {} T& top() { return static_object< T >::get(); } const T& top() const { return static_object< T >::get(); } bool empty() const { return true; } }; } // namespace boost #endif // BOOST_GRAPH_ARCHETYPES_HPP
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