graph_undirected: adapt bidi graph to undirected

Introduces an adaptor (like the BGL's reverse_graph) that presents an
undirected view of a bidirectional graph.

Initially used in ng_calc_components.
This commit is contained in:
Justin Viiret 2017-12-13 10:15:21 +11:00 committed by Chang, Harry
parent 16076ed4a3
commit c7c90c7ab7
5 changed files with 750 additions and 22 deletions

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@ -1014,6 +1014,7 @@ SET (hs_compile_SRCS
src/util/graph.h
src/util/graph_range.h
src/util/graph_small_color_map.h
src/util/graph_undirected.h
src/util/hash.h
src/util/hash_dynamic_bitset.h
src/util/insertion_ordered.h

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@ -1,5 +1,5 @@
/*
* Copyright (c) 2015-2017, Intel Corporation
* Copyright (c) 2015-2018, Intel Corporation
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions are met:
@ -53,11 +53,11 @@
#include "ng_depth.h"
#include "ng_holder.h"
#include "ng_prune.h"
#include "ng_undirected.h"
#include "ng_util.h"
#include "grey.h"
#include "ue2common.h"
#include "util/graph_range.h"
#include "util/graph_undirected.h"
#include "util/make_unique.h"
#include <map>
@ -310,28 +310,19 @@ void splitIntoComponents(unique_ptr<NGHolder> g,
return;
}
unordered_map<NFAVertex, NFAUndirectedVertex> old2new;
auto ug = createUnGraph(*g, true, true, old2new);
auto ug = make_undirected_graph(*g);
// Construct reverse mapping.
unordered_map<NFAUndirectedVertex, NFAVertex> new2old;
for (const auto &m : old2new) {
new2old.emplace(m.second, m.first);
}
// Filter specials and shell vertices from undirected graph.
unordered_set<NFAVertex> bad_vertices(
{g->start, g->startDs, g->accept, g->acceptEod});
bad_vertices.insert(head_shell.begin(), head_shell.end());
bad_vertices.insert(tail_shell.begin(), tail_shell.end());
// Filter shell vertices from undirected graph.
unordered_set<NFAUndirectedVertex> shell_undir_vertices;
for (auto v : head_shell) {
shell_undir_vertices.insert(old2new.at(v));
}
for (auto v : tail_shell) {
shell_undir_vertices.insert(old2new.at(v));
}
auto filtered_ug = boost::make_filtered_graph(
ug, boost::keep_all(), make_bad_vertex_filter(&shell_undir_vertices));
ug, boost::keep_all(), make_bad_vertex_filter(&bad_vertices));
// Actually run the connected components algorithm.
map<NFAUndirectedVertex, u32> split_components;
map<NFAVertex, u32> split_components;
const u32 num = connected_components(
filtered_ug, boost::make_assoc_property_map(split_components));
@ -348,10 +339,8 @@ void splitIntoComponents(unique_ptr<NGHolder> g,
// Collect vertex lists per component.
for (const auto &m : split_components) {
NFAUndirectedVertex uv = m.first;
NFAVertex v = m.first;
u32 c = m.second;
assert(contains(new2old, uv));
NFAVertex v = new2old.at(uv);
verts[c].push_back(v);
DEBUG_PRINTF("vertex %zu is in comp %u\n", (*g)[v].index, c);
}

501
src/util/graph_undirected.h Normal file
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@ -0,0 +1,501 @@
/*
* Copyright (c) 2018, Intel Corporation
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions are met:
*
* * Redistributions of source code must retain the above copyright notice,
* this list of conditions and the following disclaimer.
* * Redistributions in binary form must reproduce the above copyright
* notice, this list of conditions and the following disclaimer in the
* documentation and/or other materials provided with the distribution.
* * Neither the name of Intel Corporation nor the names of its contributors
* may be used to endorse or promote products derived from this software
* without specific prior written permission.
*
* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
* AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
* IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
* ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE
* LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
* CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
* SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
* INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
* CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
* ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
* POSSIBILITY OF SUCH DAMAGE.
*/
/**
* \file
* \brief Adaptor that presents an undirected view of a bidirectional BGL graph.
*
* Analogous to the reverse_graph adapter. You can construct one of these for
* bidirectional graph g with:
*
* auto ug = make_undirected_graph(g);
*
* The vertex descriptor type is the same as that of the underlying graph, but
* the edge descriptor is different.
*/
#ifndef GRAPH_UNDIRECTED_H
#define GRAPH_UNDIRECTED_H
#include "util/operators.h"
#include <boost/graph/adjacency_iterator.hpp>
#include <boost/graph/graph_traits.hpp>
#include <boost/graph/properties.hpp>
#include <boost/iterator/iterator_facade.hpp>
#include <type_traits>
#include <utility>
namespace ue2 {
struct undirected_graph_tag {};
template <class BidirectionalGraph, class GraphRef>
class undirected_graph;
namespace undirected_detail {
template <typename BidirectionalGraph>
class undirected_graph_edge_descriptor
: totally_ordered<undirected_graph_edge_descriptor<BidirectionalGraph>> {
using base_graph_type = BidirectionalGraph;
using base_graph_traits = typename boost::graph_traits<base_graph_type>;
using base_edge_type = typename base_graph_traits::edge_descriptor;
using base_vertex_type = typename base_graph_traits::vertex_descriptor;
base_edge_type underlying_edge;
const base_graph_type *g;
bool reverse; // if true, reverse vertices in source() and target()
inline std::pair<base_vertex_type, base_vertex_type>
canonical_edge() const {
auto u = std::min(source(underlying_edge, *g),
target(underlying_edge, *g));
auto v = std::max(source(underlying_edge, *g),
target(underlying_edge, *g));
return std::make_pair(u, v);
}
template <class BidiGraph, class GraphRef>
friend class ::ue2::undirected_graph;
public:
undirected_graph_edge_descriptor() = default;
undirected_graph_edge_descriptor(base_edge_type edge,
const base_graph_type &g_in,
bool reverse_in)
: underlying_edge(std::move(edge)), g(&g_in), reverse(reverse_in) {}
bool operator==(const undirected_graph_edge_descriptor &other) const {
return canonical_edge() == other.canonical_edge();
}
bool operator<(const undirected_graph_edge_descriptor &other) const {
return canonical_edge() < other.canonical_edge();
}
base_vertex_type get_source() const {
return reverse ? target(underlying_edge, *g)
: source(underlying_edge, *g);
}
base_vertex_type get_target() const {
return reverse ? source(underlying_edge, *g)
: target(underlying_edge, *g);
}
};
} // namespace undirected_detail
template <class BidirectionalGraph, class GraphRef = const BidirectionalGraph &>
class undirected_graph {
private:
using Self = undirected_graph<BidirectionalGraph, GraphRef>;
using Traits = boost::graph_traits<BidirectionalGraph>;
public:
using base_type = BidirectionalGraph;
using base_ref_type = GraphRef;
explicit undirected_graph(GraphRef g_in) : g(g_in) {}
// Graph requirements
using vertex_descriptor = typename Traits::vertex_descriptor;
using edge_descriptor =
undirected_detail::undirected_graph_edge_descriptor<base_type>;
using directed_category = boost::undirected_tag;
using edge_parallel_category = boost::disallow_parallel_edge_tag;
using traversal_category = typename Traits::traversal_category;
// IncidenceGraph requirements
/**
* \brief Templated iterator used for out_edge_iterator and
* in_edge_iterator, depending on the value of Reverse.
*/
template <bool Reverse>
class adj_edge_iterator
: public boost::iterator_facade<
adj_edge_iterator<Reverse>, edge_descriptor,
boost::forward_traversal_tag, edge_descriptor> {
vertex_descriptor u;
const base_type *g;
typename Traits::in_edge_iterator in_it;
typename Traits::out_edge_iterator out_it;
bool done_in = false;
public:
adj_edge_iterator() = default;
adj_edge_iterator(vertex_descriptor u_in, const base_type &g_in,
bool end_iter)
: u(std::move(u_in)), g(&g_in) {
auto pi = in_edges(u, *g);
auto po = out_edges(u, *g);
if (end_iter) {
in_it = pi.second;
out_it = po.second;
done_in = true;
} else {
in_it = pi.first;
out_it = po.first;
if (in_it == pi.second) {
done_in = true;
find_first_valid_out();
}
}
}
private:
friend class boost::iterator_core_access;
void find_first_valid_out() {
auto out_end = out_edges(u, *g).second;
for (; out_it != out_end; ++out_it) {
auto v = target(*out_it, *g);
if (!edge(v, u, *g).second) {
break;
}
}
}
void increment() {
if (!done_in) {
auto in_end = in_edges(u, *g).second;
assert(in_it != in_end);
++in_it;
if (in_it == in_end) {
done_in = true;
find_first_valid_out();
}
} else {
++out_it;
find_first_valid_out();
}
}
bool equal(const adj_edge_iterator &other) const {
return in_it == other.in_it && out_it == other.out_it;
}
edge_descriptor dereference() const {
if (done_in) {
return edge_descriptor(*out_it, *g, Reverse);
} else {
return edge_descriptor(*in_it, *g, !Reverse);
}
}
};
using out_edge_iterator = adj_edge_iterator<false>;
using in_edge_iterator = adj_edge_iterator<true>;
using degree_size_type = typename Traits::degree_size_type;
// AdjacencyGraph requirements
using adjacency_iterator =
typename boost::adjacency_iterator_generator<Self, vertex_descriptor,
out_edge_iterator>::type;
using inv_adjacency_iterator =
typename boost::inv_adjacency_iterator_generator<
Self, vertex_descriptor, in_edge_iterator>::type;
// VertexListGraph requirements
using vertex_iterator = typename Traits::vertex_iterator;
// EdgeListGraph requirements
enum {
is_edge_list = std::is_convertible<traversal_category,
boost::edge_list_graph_tag>::value
};
/** \brief Iterator used for edges(). */
class edge_iterator
: public boost::iterator_facade<edge_iterator, edge_descriptor,
boost::forward_traversal_tag,
edge_descriptor> {
const base_type *g;
typename Traits::edge_iterator it;
public:
edge_iterator() = default;
edge_iterator(typename Traits::edge_iterator it_in,
const base_type &g_in)
: g(&g_in), it(std::move(it_in)) {
find_first_valid_edge();
}
private:
friend class boost::iterator_core_access;
void find_first_valid_edge() {
const auto end = edges(*g).second;
for (; it != end; ++it) {
const auto &u = source(*it, *g);
const auto &v = target(*it, *g);
if (!edge(v, u, *g).second) {
break; // No reverse edge, we must visit this one
}
if (u <= v) {
// We have a reverse edge, but we'll return this one (and
// skip the other). Note that (u, u) shouldn't be skipped.
break;
}
}
}
void increment() {
assert(it != edges(*g).second);
++it;
find_first_valid_edge();
}
bool equal(const edge_iterator &other) const {
return it == other.it;
}
edge_descriptor dereference() const {
return edge_descriptor(*it, *g, false);
}
};
using vertices_size_type = typename Traits::vertices_size_type;
using edges_size_type = typename Traits::edges_size_type;
using graph_tag = undirected_graph_tag;
using vertex_bundle_type =
typename boost::vertex_bundle_type<base_type>::type;
using edge_bundle_type = typename boost::edge_bundle_type<base_type>::type;
vertex_bundle_type &operator[](const vertex_descriptor &d) {
return const_cast<base_type &>(g)[d];
}
const vertex_bundle_type &operator[](const vertex_descriptor &d) const {
return g[d];
}
edge_bundle_type &operator[](const edge_descriptor &d) {
return const_cast<base_type &>(g)[d.underlying_edge];
}
const edge_bundle_type &operator[](const edge_descriptor &d) const {
return g[d.underlying_edge];
}
static vertex_descriptor null_vertex() { return Traits::null_vertex(); }
// Accessor free functions follow
friend std::pair<vertex_iterator, vertex_iterator>
vertices(const undirected_graph &ug) {
return vertices(ug.g);
}
friend std::pair<edge_iterator, edge_iterator>
edges(const undirected_graph &ug) {
auto e = edges(ug.g);
return std::make_pair(edge_iterator(e.first, ug.g),
edge_iterator(e.second, ug.g));
}
friend std::pair<out_edge_iterator, out_edge_iterator>
out_edges(const vertex_descriptor &u, const undirected_graph &ug) {
return std::make_pair(out_edge_iterator(u, ug.g, false),
out_edge_iterator(u, ug.g, true));
}
friend vertices_size_type num_vertices(const undirected_graph &ug) {
return num_vertices(ug.g);
}
friend edges_size_type num_edges(const undirected_graph &ug) {
auto p = edges(ug);
return std::distance(p.first, p.second);
}
friend degree_size_type out_degree(const vertex_descriptor &u,
const undirected_graph &ug) {
return degree(u, ug);
}
friend vertex_descriptor vertex(vertices_size_type n,
const undirected_graph &ug) {
return vertex(n, ug.g);
}
friend std::pair<edge_descriptor, bool> edge(const vertex_descriptor &u,
const vertex_descriptor &v,
const undirected_graph &ug) {
auto e = edge(u, v, ug.g);
if (e.second) {
return std::make_pair(edge_descriptor(e.first, ug.g, false), true);
}
auto e_rev = edge(v, u, ug.g);
if (e_rev.second) {
return std::make_pair(edge_descriptor(e_rev.first, ug.g, true),
true);
}
return std::make_pair(edge_descriptor(), false);
}
friend std::pair<in_edge_iterator, in_edge_iterator>
in_edges(const vertex_descriptor &v, const undirected_graph &ug) {
return std::make_pair(in_edge_iterator(v, ug.g, false),
in_edge_iterator(v, ug.g, true));
}
friend std::pair<adjacency_iterator, adjacency_iterator>
adjacent_vertices(const vertex_descriptor &u, const undirected_graph &ug) {
out_edge_iterator oi, oe;
std::tie(oi, oe) = out_edges(u, ug);
return std::make_pair(adjacency_iterator(oi, &ug),
adjacency_iterator(oe, &ug));
}
friend std::pair<inv_adjacency_iterator, inv_adjacency_iterator>
inv_adjacent_vertices(const vertex_descriptor &v,
const undirected_graph &ug) {
in_edge_iterator ei, ee;
std::tie(ei, ee) = in_edges(v, ug);
return std::make_pair(inv_adjacency_iterator(ei, &ug),
inv_adjacency_iterator(ee, &ug));
}
friend degree_size_type in_degree(const vertex_descriptor &v,
const undirected_graph &ug) {
return degree(v, ug);
}
friend vertex_descriptor source(const edge_descriptor &e,
const undirected_graph &) {
return e.get_source();
}
friend vertex_descriptor target(const edge_descriptor &e,
const undirected_graph &) {
return e.get_target();
}
friend degree_size_type degree(const vertex_descriptor &u,
const undirected_graph &ug) {
auto p = out_edges(u, ug);
return std::distance(p.first, p.second);
}
// Property accessors.
template <typename Property>
using prop_map = typename boost::property_map<undirected_graph, Property>;
template <typename Property>
friend typename prop_map<Property>::type
get(Property p, undirected_graph &ug) {
return get(p, ug.g);
}
template <typename Property>
friend typename prop_map<Property>::const_type
get(Property p, const undirected_graph &ug) {
return get(p, ug.g);
}
template <typename Property, typename Key>
friend typename boost::property_traits<
typename prop_map<Property>::const_type>::value_type
get(Property p, const undirected_graph &ug, const Key &k) {
return get(p, ug.g, get_underlying_descriptor(k));
}
template <typename Property, typename Value, typename Key>
friend void put(Property p, const undirected_graph &ug,
const Key &k, const Value &val) {
put(p, const_cast<BidirectionalGraph &>(ug.g),
get_underlying_descriptor(k), val);
}
private:
// Accessors are here because our free friend functions (above) cannot see
// edge_descriptor's private members.
static typename base_type::vertex_descriptor
get_underlying_descriptor(const vertex_descriptor &v) {
return v;
}
static typename base_type::edge_descriptor
get_underlying_descriptor(const edge_descriptor &e) {
return e.underlying_edge;
}
// Reference to underlying bidirectional graph
GraphRef g;
};
template <class BidirectionalGraph>
undirected_graph<BidirectionalGraph>
make_undirected_graph(const BidirectionalGraph &g) {
return undirected_graph<BidirectionalGraph>(g);
}
} // namespace ue2
namespace boost {
/* Derive all the property map specializations from the underlying
* bidirectional graph. */
template <typename BidirectionalGraph, typename GraphRef, typename Property>
struct property_map<ue2::undirected_graph<BidirectionalGraph, GraphRef>,
Property> {
using base_map_type = property_map<BidirectionalGraph, Property>;
using type = typename base_map_type::type;
using const_type = typename base_map_type::const_type;
};
template <class BidirectionalGraph, class GraphRef>
struct vertex_property_type<ue2::undirected_graph<BidirectionalGraph, GraphRef>>
: vertex_property_type<BidirectionalGraph> {};
template <class BidirectionalGraph, class GraphRef>
struct edge_property_type<ue2::undirected_graph<BidirectionalGraph, GraphRef>>
: edge_property_type<BidirectionalGraph> {};
template <class BidirectionalGraph, class GraphRef>
struct graph_property_type<ue2::undirected_graph<BidirectionalGraph, GraphRef>>
: graph_property_type<BidirectionalGraph> {};
template <typename BidirectionalGraph, typename GraphRef>
struct vertex_bundle_type<ue2::undirected_graph<BidirectionalGraph, GraphRef>>
: vertex_bundle_type<BidirectionalGraph> {};
template <typename BidirectionalGraph, typename GraphRef>
struct edge_bundle_type<ue2::undirected_graph<BidirectionalGraph, GraphRef>>
: edge_bundle_type<BidirectionalGraph> {};
template <typename BidirectionalGraph, typename GraphRef>
struct graph_bundle_type<ue2::undirected_graph<BidirectionalGraph, GraphRef>>
: graph_bundle_type<BidirectionalGraph> {};
} // namespace boost
#endif // GRAPH_UNDIRECTED_H

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@ -77,6 +77,7 @@ set(unit_internal_SOURCES
internal/flat_set.cpp
internal/flat_map.cpp
internal/graph.cpp
internal/graph_undirected.cpp
internal/insertion_ordered.cpp
internal/lbr.cpp
internal/limex_nfa.cpp

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@ -0,0 +1,236 @@
/*
* Copyright (c) 2015-2018, Intel Corporation
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions are met:
*
* * Redistributions of source code must retain the above copyright notice,
* this list of conditions and the following disclaimer.
* * Redistributions in binary form must reproduce the above copyright
* notice, this list of conditions and the following disclaimer in the
* documentation and/or other materials provided with the distribution.
* * Neither the name of Intel Corporation nor the names of its contributors
* may be used to endorse or promote products derived from this software
* without specific prior written permission.
*
* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
* AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
* IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
* ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE
* LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
* CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
* SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
* INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
* CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
* ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
* POSSIBILITY OF SUCH DAMAGE.
*/
#include "config.h"
#include "gtest/gtest.h"
#include "util/container.h"
#include "util/graph.h"
#include "util/graph_range.h"
#include "util/graph_undirected.h"
#include "util/ue2_graph.h"
#include <boost/graph/adjacency_list.hpp>
using namespace std;
using namespace ue2;
struct SimpleV {
size_t index;
string test_v = "SimpleV";
};
struct SimpleE {
size_t index;
string test_e = "SimpleE";
};
struct SimpleG : public ue2_graph<SimpleG, SimpleV, SimpleE> {};
using SimpleVertex = SimpleG::vertex_descriptor;
template<typename Graph, typename Range>
vector<size_t> to_indices(const Range &range, const Graph &g) {
vector<size_t> indices;
for (const auto &elem : range) {
indices.push_back(g[elem].index);
}
sort(indices.begin(), indices.end());
return indices;
}
template<typename Graph, typename T>
vector<size_t> to_indices(const std::initializer_list<T> &range,
const Graph &g) {
vector<size_t> indices;
for (const auto &elem : range) {
indices.push_back(g[elem].index);
}
sort(indices.begin(), indices.end());
return indices;
}
TEST(graph_undirected, simple_ue2_graph) {
SimpleG g;
auto a = add_vertex(g);
ASSERT_NE(SimpleG::null_vertex(), a);
auto b = add_vertex(g);
ASSERT_NE(SimpleG::null_vertex(), b);
auto c = add_vertex(g);
ASSERT_NE(SimpleG::null_vertex(), c);
add_edge(a, b, g);
add_edge(b, a, g);
add_edge(a, c, g);
add_edge(c, b, g);
add_edge(c, c, g);
auto ug = make_undirected_graph(g);
ASSERT_EQ(3, num_vertices(ug));
ASSERT_EQ(4, num_edges(ug));
// Check adjacencies
ASSERT_EQ(2, out_degree(a, ug));
ASSERT_EQ(to_indices({b, c}, ug),
to_indices(adjacent_vertices_range(a, ug), ug));
ASSERT_EQ(2, out_degree(b, ug));
ASSERT_EQ(to_indices({a, c}, ug),
to_indices(adjacent_vertices_range(b, ug), ug));
ASSERT_EQ(3, out_degree(c, ug));
ASSERT_EQ(to_indices({a, b, c}, ug),
to_indices(adjacent_vertices_range(c, ug), ug));
ASSERT_EQ(2, in_degree(b, ug));
ASSERT_EQ(to_indices({a, c}, ug),
to_indices(inv_adjacent_vertices_range(b, ug), ug));
// Test reverse edge existence
ASSERT_TRUE(edge(a, b, ug).second);
ASSERT_TRUE(edge(b, a, ug).second);
ASSERT_TRUE(edge(a, c, ug).second);
ASSERT_TRUE(edge(c, a, ug).second); // (a,c) actually exists
ASSERT_TRUE(edge(b, c, ug).second); // (c,b) actually exists
ASSERT_FALSE(edge(a, a, ug).second);
// Vertex properties
g[c].test_v = "vertex c";
ASSERT_EQ("vertex c", ug[c].test_v);
ASSERT_EQ("vertex c", get(&SimpleV::test_v, ug, c));
ug[c].test_v = "vertex c again";
ASSERT_EQ("vertex c again", g[c].test_v);
ASSERT_EQ("vertex c again", get(&SimpleV::test_v, g, c));
put(&SimpleV::test_v, ug, c, "vertex c once more");
ASSERT_EQ("vertex c once more", g[c].test_v);
const auto &vprops1 = ug[b];
ASSERT_EQ(1, vprops1.index);
const auto &vprops2 = get(boost::vertex_all, ug, b);
ASSERT_EQ(1, vprops2.index);
// Edge Properties
auto edge_undirected = edge(a, b, ug).first;
ug[edge_undirected].test_e = "edge (a,b)";
ASSERT_EQ("edge (a,b)", ug[edge_undirected].test_e);
ASSERT_EQ("edge (a,b)", get(&SimpleE::test_e, ug, edge_undirected));
ug[edge_undirected].test_e = "edge (a,b) again";
put(&SimpleE::test_e, ug, edge_undirected, "edge (a,b) once more");
}
TEST(graph_undirected, simple_adjacency_list) {
using AdjListG =
boost::adjacency_list<boost::listS, boost::listS, boost::bidirectionalS,
SimpleV, SimpleE>;
AdjListG g;
auto a = add_vertex(g);
ASSERT_NE(AdjListG::null_vertex(), a);
g[a].index = 0;
auto b = add_vertex(g);
ASSERT_NE(AdjListG::null_vertex(), b);
g[b].index = 1;
auto c = add_vertex(g);
ASSERT_NE(AdjListG::null_vertex(), c);
g[c].index = 2;
add_edge(a, b, g);
add_edge(b, a, g);
add_edge(a, c, g);
add_edge(c, b, g);
add_edge(c, c, g);
auto ug = make_undirected_graph(g);
ASSERT_EQ(3, num_vertices(ug));
ASSERT_EQ(4, num_edges(ug));
// Check adjacencies
ASSERT_EQ(2, out_degree(a, ug));
ASSERT_EQ(to_indices({b, c}, ug),
to_indices(adjacent_vertices_range(a, ug), ug));
ASSERT_EQ(2, out_degree(b, ug));
ASSERT_EQ(to_indices({a, c}, ug),
to_indices(adjacent_vertices_range(b, ug), ug));
ASSERT_EQ(3, out_degree(c, ug));
ASSERT_EQ(to_indices({a, b, c}, ug),
to_indices(adjacent_vertices_range(c, ug), ug));
ASSERT_EQ(2, in_degree(b, ug));
ASSERT_EQ(to_indices({a, c}, ug),
to_indices(inv_adjacent_vertices_range(b, ug), ug));
// Test reverse edge existence
ASSERT_TRUE(edge(a, b, ug).second);
ASSERT_TRUE(edge(b, a, ug).second);
ASSERT_TRUE(edge(a, c, ug).second);
ASSERT_TRUE(edge(c, a, ug).second); // (a,c) actually exists
ASSERT_TRUE(edge(b, c, ug).second); // (c,b) actually exists
ASSERT_FALSE(edge(a, a, ug).second);
// Vertex properties
g[c].test_v = "vertex c";
ASSERT_EQ("vertex c", ug[c].test_v);
ASSERT_EQ("vertex c", get(&SimpleV::test_v, ug, c));
ug[c].test_v = "vertex c again";
ASSERT_EQ("vertex c again", g[c].test_v);
ASSERT_EQ("vertex c again", get(&SimpleV::test_v, g, c));
put(&SimpleV::test_v, ug, c, "vertex c once more");
ASSERT_EQ("vertex c once more", g[c].test_v);
const auto &vprops1 = ug[b];
ASSERT_EQ(1, vprops1.index);
const auto &vprops2 = get(boost::vertex_all, ug, b);
ASSERT_EQ(1, vprops2.index);
// Edge Properties
auto edge_undirected = edge(a, b, ug).first;
ug[edge_undirected].test_e = "edge (a,b)";
ASSERT_EQ("edge (a,b)", ug[edge_undirected].test_e);
ASSERT_EQ("edge (a,b)", get(&SimpleE::test_e, ug, edge_undirected));
ug[edge_undirected].test_e = "edge (a,b) again";
put(&SimpleE::test_e, ug, edge_undirected, "edge (a,b) once more");
}