//=======================================================================
// Copyright 1997, 1998, 1999, 2000 University of Notre Dame.
// 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_TRAITS_HPP
#define BOOST_GRAPH_TRAITS_HPP

#include <boost/config.hpp>
#include <iterator>
#include <utility> /* Primarily for std::pair */
#include <boost/tuple/tuple.hpp>
#include <boost/type_traits/is_same.hpp>
#include <boost/type_traits/make_void.hpp>
#include <type_traits>
#include <boost/iterator/iterator_categories.hpp>
#include <boost/iterator/iterator_adaptor.hpp>
#include <boost/pending/property.hpp>
#include <boost/detail/workaround.hpp>

namespace boost
{

namespace detail
{
// get_opt_member_##name<T>::type is T::name when that member type exists, void otherwise.
#define BOOST_GRAPH_MEMBER_OR_VOID(name)                                       \
    template < typename T, typename = void >                                   \
    struct BOOST_JOIN(get_opt_member_, name)                                   \
    {                                                                          \
        using type = void;                                                     \
    };                                                                         \
    template < typename T >                                                    \
    struct BOOST_JOIN(get_opt_member_, name)< T,                               \
        boost::void_t< typename T::name > >                                    \
    {                                                                          \
        using type = typename T::name;                                         \
    };
    BOOST_GRAPH_MEMBER_OR_VOID(adjacency_iterator)
    BOOST_GRAPH_MEMBER_OR_VOID(out_edge_iterator)
    BOOST_GRAPH_MEMBER_OR_VOID(in_edge_iterator)
    BOOST_GRAPH_MEMBER_OR_VOID(vertex_iterator)
    BOOST_GRAPH_MEMBER_OR_VOID(edge_iterator)
    BOOST_GRAPH_MEMBER_OR_VOID(vertices_size_type)
    BOOST_GRAPH_MEMBER_OR_VOID(edges_size_type)
    BOOST_GRAPH_MEMBER_OR_VOID(degree_size_type)
}

template < typename G > struct graph_traits
{
#define BOOST_GRAPH_PULL_OPT_MEMBER(name) \
    typedef typename detail::BOOST_JOIN(get_opt_member_, name)< G >::type name;

    typedef typename G::vertex_descriptor vertex_descriptor;
    typedef typename G::edge_descriptor edge_descriptor;
    BOOST_GRAPH_PULL_OPT_MEMBER(adjacency_iterator)
    BOOST_GRAPH_PULL_OPT_MEMBER(out_edge_iterator)
    BOOST_GRAPH_PULL_OPT_MEMBER(in_edge_iterator)
    BOOST_GRAPH_PULL_OPT_MEMBER(vertex_iterator)
    BOOST_GRAPH_PULL_OPT_MEMBER(edge_iterator)

    typedef typename G::directed_category directed_category;
    typedef typename G::edge_parallel_category edge_parallel_category;
    typedef typename G::traversal_category traversal_category;

    BOOST_GRAPH_PULL_OPT_MEMBER(vertices_size_type)
    BOOST_GRAPH_PULL_OPT_MEMBER(edges_size_type)
    BOOST_GRAPH_PULL_OPT_MEMBER(degree_size_type)
#undef BOOST_GRAPH_PULL_OPT_MEMBER

    static inline vertex_descriptor null_vertex();
};

template < typename G >
inline typename graph_traits< G >::vertex_descriptor
graph_traits< G >::null_vertex()
{
    return G::null_vertex();
}

// directed_category tags
struct directed_tag
{
};
struct undirected_tag
{
};
struct bidirectional_tag : public directed_tag
{
};

namespace detail
{
    inline bool is_directed(directed_tag) { return true; }
    inline bool is_directed(undirected_tag) { return false; }
}

/** Return true if the given graph is directed. */
template < typename Graph > bool is_directed(const Graph&)
{
    typedef typename graph_traits< Graph >::directed_category Cat;
    return detail::is_directed(Cat());
}

/** Return true if the given graph is undirected. */
template < typename Graph > bool is_undirected(const Graph& g)
{
    return !is_directed(g);
}

/** @name Directed/Undirected Graph Traits */
//@{
namespace graph_detail
{
    template < typename Tag >
    struct is_directed_tag
    : std::integral_constant< bool, is_convertible< Tag, directed_tag >::value >
    {
    };
} // namespace graph_detail

template < typename Graph >
struct is_directed_graph
: graph_detail::is_directed_tag<
      typename graph_traits< Graph >::directed_category >
{
};

template < typename Graph >
struct is_undirected_graph
: std::integral_constant< bool, !is_directed_graph< Graph >::value >
{
};
//@}

// edge_parallel_category tags
struct allow_parallel_edge_tag
{
};
struct disallow_parallel_edge_tag
{
};

namespace detail
{
    inline bool allows_parallel(allow_parallel_edge_tag) { return true; }
    inline bool allows_parallel(disallow_parallel_edge_tag) { return false; }
}

template < typename Graph > bool allows_parallel_edges(const Graph&)
{
    typedef typename graph_traits< Graph >::edge_parallel_category Cat;
    return detail::allows_parallel(Cat());
}

/** @name Parallel Edges Traits */
//@{
/**
 * The is_multigraph metafunction returns true if the graph allows
 * parallel edges. Technically, a multigraph is a simple graph that
 * allows parallel edges, but since there are no traits for the allowance
 * or disallowance of loops, this is a moot point.
 */
template < typename Graph >
struct is_multigraph
: std::integral_constant< bool,
      is_same< typename graph_traits< Graph >::edge_parallel_category,
          allow_parallel_edge_tag >::value >
{
};
//@}

// traversal_category tags
struct incidence_graph_tag
{
};
struct adjacency_graph_tag
{
};
struct bidirectional_graph_tag : virtual incidence_graph_tag
{
};
struct vertex_list_graph_tag
{
};
struct edge_list_graph_tag
{
};
struct adjacency_matrix_tag
{
};

// Parallel traversal_category tags
struct distributed_graph_tag
{
};
struct distributed_vertex_list_graph_tag
{
};
struct distributed_edge_list_graph_tag
{
};
#define BOOST_GRAPH_SEQUENTIAL_TRAITS_DEFINES_DISTRIBUTED_TAGS // Disable these
                                                               // from external
                                                               // versions of
                                                               // PBGL

/** @name Traversal Category Traits
 * These traits classify graph types by their supported methods of
 * vertex and edge traversal.
 */
//@{
template < typename Graph >
struct is_incidence_graph
: std::integral_constant< bool,
      is_convertible< typename graph_traits< Graph >::traversal_category,
          incidence_graph_tag >::value >
{
};

template < typename Graph >
struct is_bidirectional_graph
: std::integral_constant< bool,
      is_convertible< typename graph_traits< Graph >::traversal_category,
          bidirectional_graph_tag >::value >
{
};

template < typename Graph >
struct is_vertex_list_graph
: std::integral_constant< bool,
      is_convertible< typename graph_traits< Graph >::traversal_category,
          vertex_list_graph_tag >::value >
{
};

template < typename Graph >
struct is_edge_list_graph
: std::integral_constant< bool,
      is_convertible< typename graph_traits< Graph >::traversal_category,
          edge_list_graph_tag >::value >
{
};

template < typename Graph >
struct is_adjacency_matrix
: std::integral_constant< bool,
      is_convertible< typename graph_traits< Graph >::traversal_category,
          adjacency_matrix_tag >::value >
{
};
//@}

/** @name Directed Graph Traits
 * These metafunctions are used to fully classify directed vs. undirected
 * graphs. Recall that an undirected graph is also bidirectional, but it
 * cannot be both undirected and directed at the same time.
 */
//@{
template < typename Graph >
struct is_directed_unidirectional_graph
: std::integral_constant< bool,
      is_directed_graph< Graph >::value
          && !is_bidirectional_graph< Graph >::value >
{
};

template < typename Graph >
struct is_directed_bidirectional_graph
: std::integral_constant< bool,
      is_directed_graph< Graph >::value
          && is_bidirectional_graph< Graph >::value >
{
};
//@}

//?? not the right place ?? Lee
typedef boost::forward_traversal_tag multi_pass_input_iterator_tag;

namespace detail
{
    // When the member type is present these expose it as ::type
    //  when absent they inherit no_property and expose no nested ::type.
    template < typename G, typename = void >
    struct get_graph_property_type : no_property
    {
    };
    template < typename G >
    struct get_graph_property_type< G, boost::void_t< typename G::graph_property_type > >
    {
        using type = typename G::graph_property_type;
    };
    template < typename G, typename = void >
    struct get_edge_property_type : no_property
    {
    };
    template < typename G >
    struct get_edge_property_type< G, boost::void_t< typename G::edge_property_type > >
    {
        using type = typename G::edge_property_type;
    };
    template < typename G, typename = void >
    struct get_vertex_property_type : no_property
    {
    };
    template < typename G >
    struct get_vertex_property_type< G, boost::void_t< typename G::vertex_property_type > >
    {
        using type = typename G::vertex_property_type;
    };
}

template < typename G >
struct graph_property_type : detail::get_graph_property_type< G >
{
};
template < typename G >
struct edge_property_type : detail::get_edge_property_type< G >
{
};
template < typename G >
struct vertex_property_type : detail::get_vertex_property_type< G >
{
};

template < typename G > struct graph_bundle_type
{
    typedef typename G::graph_bundled type;
};

template < typename G > struct vertex_bundle_type
{
    typedef typename G::vertex_bundled type;
};

template < typename G > struct edge_bundle_type
{
    typedef typename G::edge_bundled type;
};

namespace graph
{
    namespace detail
    {
        template < typename Graph, typename Descriptor > class bundled_result
        {
            typedef typename graph_traits< Graph >::vertex_descriptor Vertex;
            typedef typename std::conditional<
                (is_same< Descriptor, Vertex >::value),
                vertex_bundle_type< Graph >, edge_bundle_type< Graph > >::type
                bundler;

        public:
            typedef typename bundler::type type;
        };

        template < typename Graph >
        class bundled_result< Graph, graph_bundle_t >
        {
            typedef typename graph_traits< Graph >::vertex_descriptor Vertex;
            typedef graph_bundle_type< Graph > bundler;

        public:
            typedef typename bundler::type type;
        };

    }
} // namespace graph::detail

namespace graph_detail
{
    // A helper metafunction for determining whether or not a type is
    // bundled.
    template < typename T >
    struct is_no_bundle
    : std::integral_constant< bool, is_same< T, no_property >::value >
    {
    };
} // namespace graph_detail

/** @name Graph Property Traits
 * These metafunctions (along with those above), can be used to access the
 * vertex and edge properties (bundled or otherwise) of vertices and
 * edges.
 */
//@{
template < typename Graph >
struct has_graph_property
: std::integral_constant< bool,
      !detail::is_no_property<
          typename graph_property_type< Graph >::type >::value >
{
};

template < typename Graph >
struct has_bundled_graph_property
: std::integral_constant< bool,
      !graph_detail::is_no_bundle<
          typename graph_bundle_type< Graph >::type >::value >
{
};

template < typename Graph >
struct has_vertex_property
: std::integral_constant< bool,
      !detail::is_no_property<
          typename vertex_property_type< Graph >::type >::value >
{
};

template < typename Graph >
struct has_bundled_vertex_property
: std::integral_constant< bool,
      !graph_detail::is_no_bundle<
          typename vertex_bundle_type< Graph >::type >::value >
{
};

template < typename Graph >
struct has_edge_property
: std::integral_constant< bool,
      !detail::is_no_property<
          typename edge_property_type< Graph >::type >::value >
{
};

template < typename Graph >
struct has_bundled_edge_property
: std::integral_constant< bool,
      !graph_detail::is_no_bundle<
          typename edge_bundle_type< Graph >::type >::value >
{
};
//@}

} // namespace boost

// Since pair is in namespace std, Koenig lookup will find source and
// target if they are also defined in namespace std.  This is illegal,
// but the alternative is to put source and target in the global
// namespace which causes name conflicts with other libraries (like
// SUIF).
namespace std
{

/* Some helper functions for dealing with pairs as edges */
template < class T, class G > T source(pair< T, T > p, const G&)
{
    return p.first;
}

template < class T, class G > T target(pair< T, T > p, const G&)
{
    return p.second;
}

}

#if defined(__GNUC__) && defined(__SGI_STL_PORT)
// For some reason g++ with STLport does not see the above definition
// of source() and target() unless we bring them into the boost
// namespace.
namespace boost
{
using std::source;
using std::target;
}
#endif

#endif // BOOST_GRAPH_TRAITS_HPP
