// -*- coding: utf-8 -*-
// Copyright (C) by the Spot authors, see the AUTHORS file for details.
//
// This file is part of Spot, a model checking library.
//
// Spot is free software; you can redistribute it and/or modify it
// under the terms of the GNU General Public License as published by
// the Free Software Foundation; either version 3 of the License, or
// (at your option) any later version.
//
// Spot is distributed in the hope that it will be useful, but WITHOUT
// ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
// or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public
// License for more details.
//
// You should have received a copy of the GNU General Public License
// along with this program. If not, see .
#include "config.h"
#include
#include
#include
template
void
dot_state(std::ostream& out, const spot::digraph& g, unsigned n)
{
out << " [label=\"" << g.state_data(n) << "\"]\n";
}
template
void
dot_state(std::ostream& out, const spot::digraph&, unsigned)
{
out << '\n';
}
template
void
dot_state(std::ostream& out, const spot::digraph& g, unsigned n,
std::string name)
{
out << " [label=\"" << name << "\\n" << g.state_data(n) << "\"]\n";
}
template
void
dot_state(std::ostream& out, const spot::digraph&, unsigned,
std::string name)
{
out << " [label=\"" << name << "\"]\n";
}
template
void
dot_trans(std::ostream& out, const spot::digraph&, TR& tr)
{
out << " [label=\"" << tr.data() << "\"]\n";
}
template
void
dot_trans(std::ostream& out, const spot::digraph&, TR&)
{
out << '\n';
}
template
void
dot(std::ostream& out, const spot::digraph& g)
{
out << "digraph {\n";
unsigned c = g.num_states();
for (unsigned s = 0; s < c; ++s)
{
out << ' ' << s;
dot_state(out, g, s);
for (auto& t: g.out(s))
{
out << ' ' << s << " -> " << t.dst;
dot_trans(out, g, t);
}
}
out << "}\n";
}
template
void
dot(std::ostream& out, const spot::named_graph& g)
{
out << "digraph {\n";
auto& gg = g.graph();
unsigned c = gg.num_states();
for (unsigned s = 0; s < c; ++s)
{
out << ' ' << s;
dot_state(out, gg, s, g.get_name(s));
for (auto& t: gg.out(s))
{
out << ' ' << s << " -> " << t.dst;
dot_trans(out, gg, t);
}
}
out << "}\n";
}
static bool
g1(const spot::digraph& g, unsigned s, int e)
{
int f = 0;
for (auto& t: g.out(s))
{
(void) t;
++f;
}
return f == e;
}
static bool f1()
{
spot::digraph g(3);
spot::named_graph, std::string> gg(g);
auto s1 = gg.new_state("s1");
auto s2 = gg.new_state("s2");
auto s3 = gg.new_state("s3");
gg.new_edge("s1", "s2");
gg.new_edge("s1", "s3");
gg.new_edge("s2", "s3");
gg.new_edge("s3", "s1");
gg.new_edge("s3", "s2");
gg.new_edge("s3", "s3");
dot(std::cout, gg);
int f = 0;
for (auto& t: g.out(s1))
{
(void) t;
++f;
}
return f == 2
&& g1(g, s3, 3)
&& g1(g, s2, 1)
&& g1(g, s1, 2);
}
static bool f2()
{
spot::digraph g(3);
spot::named_graph, std::string> gg(g);
auto s1 = gg.new_state("s1", 1);
gg.new_state("s2", 2);
gg.new_state("s3", 3);
gg.new_edge("s1", "s2");
gg.new_edge("s1", "s3");
gg.new_edge("s2", "s3");
gg.new_edge("s3", "s2");
dot(std::cout, gg);
int f = 0;
for (auto& t: g.out(s1))
{
f += g.state_data(t.dst);
}
return f == 5;
}
static bool f3()
{
spot::digraph g(3);
spot::named_graph, std::string> gg(g);
auto s1 = gg.new_state("s1");
gg.new_state("s2");
gg.new_state("s3");
gg.new_edge("s1", "s2", 1);
gg.new_edge("s1", "s3", 2);
gg.new_edge("s2", "s3", 3);
gg.new_edge("s3", "s2", 4);
dot(std::cout, gg);
int f = 0;
for (auto& t: g.out(s1))
{
f += t.label;
}
return f == 3 && g.states().size() == 3;
}
static bool f4()
{
spot::digraph g(3);
spot::named_graph, std::string> gg(g);
auto s1 = gg.new_state("s1", 2);
gg.new_state("s2", 3);
gg.new_state("s3", 4);
gg.new_edge("s1", "s2", 1);
gg.new_edge("s1", "s3", 2);
gg.new_edge("s2", "s3", 3);
gg.new_edge("s3", "s2", 4);
dot(std::cout, gg);
int f = 0;
for (auto& t: g.out(s1))
{
f += t.label * g.state_data(t.dst);
}
return f == 11;
}
static bool f5()
{
typedef spot::digraph> graph_t;
graph_t g(3);
spot::named_graph gg(g);
auto s1 = gg.new_state("s1");
gg.new_state("s2");
gg.new_state("s3");
gg.new_edge("s1", "s2", std::make_pair(1, 1.2f));
gg.new_edge("s1", "s3", std::make_pair(2, 1.3f));
gg.new_edge("s2", "s3", std::make_pair(3, 1.4f));
gg.new_edge("s3", "s2", std::make_pair(4, 1.5f));
int f = 0;
float h = 0;
for (auto& t: g.out(s1))
{
f += std::get<0>(t);
h += std::get<1>(t);
}
return f == 3 && (h > 2.49 && h < 2.51);
}
static bool f6()
{
typedef spot::digraph> graph_t;
graph_t g(3);
spot::named_graph gg(g);
auto s1 = gg.new_state("s1");
gg.new_state("s2");
gg.new_state("s3");
gg.new_edge("s1", "s2", 1, 1.2f);
gg.new_edge("s1", "s3", 2, 1.3f);
gg.new_edge("s2", "s3", 3, 1.4f);
gg.new_edge("s3", "s2", 4, 1.5f);
int f = 0;
float h = 0;
for (auto& t: g.out(s1))
{
f += t.first;
h += t.second;
}
return f == 3 && (h > 2.49 && h < 2.51) && g.is_existential();
}
static bool f7()
{
typedef spot::digraph graph_t;
graph_t g(3);
spot::named_graph gg(g);
auto s1 = gg.new_state("s1", 2);
gg.new_state("s2", 3);
gg.new_state("s3", 4);
gg.new_univ_edge("s1", {"s2", "s3"}, 1);
// Standard edges can be used as well
gg.new_edge("s1", "s3", 2);
gg.new_univ_edge("s2", {"s3"}, 3);
gg.new_univ_edge("s3", {"s2"}, 4);
int f = 0;
for (auto& t: g.out(s1))
for (unsigned tt: g.univ_dests(t.dst))
f += t.label * g.state_data(tt);
return f == 15 && !g.is_existential();
}
struct int_pair
{
int one;
int two;
friend std::ostream& operator<<(std::ostream& os, int_pair p)
{
os << '(' << p.one << ',' << p.two << ')';
return os;
}
#if __GNUC__ <= 4 && __GNUC_MINOR__ <= 6
int_pair(int one, int two)
: one(one), two(two)
{
}
int_pair()
{
}
#endif
};
static bool f8()
{
typedef spot::digraph graph_t;
graph_t g(3);
spot::named_graph gg(g);
auto s1 = gg.new_state("s1", 2, 4);
gg.new_state("s2", 3, 6);
gg.new_state("s3", 4, 8);
gg.new_edge("s1", "s2", 1, 3);
gg.new_edge("s1", "s3", 2, 5);
gg.new_edge("s2", "s3", 3, 7);
gg.new_edge("s3", "s2", 4, 9);
dot(std::cout, gg);
int f = 0;
for (auto& t: g.out(s1))
{
f += t.one * g.state_data(t.dst).one;
f += t.two * g.state_data(t.dst).two;
}
return f == 69;
}
struct my_state: public spot::state
{
public:
virtual ~my_state() noexcept
{
}
my_state() noexcept
{
}
my_state(const my_state&) noexcept
{
}
my_state& operator=(const my_state&) noexcept
{
return *this;
}
int compare(const spot::state* other) const override
{
auto o = spot::down_cast(other);
// Do not simply return "other - this", it might not fit in an int.
if (o < this)
return -1;
if (o > this)
return 1;
return 0;
}
size_t hash() const override
{
return reinterpret_cast(this);
}
my_state* clone() const override
{
return const_cast(this);
}
void destroy() const override
{
}
friend std::ostream& operator<<(std::ostream& os, const my_state&)
{
return os;
}
};
static bool f9()
{
typedef spot::digraph graph_t;
graph_t g(3);
spot::named_graph gg(g);
auto s1 = gg.new_state("s1");
gg.new_state("s2");
auto s3 = gg.new_state("s3");
gg.alias_state(s3, "s3b");
gg.new_edge("s1", "s2", 1, 3);
gg.new_edge("s1", "s3", 2, 5);
gg.new_edge("s2", "s3b", 3, 7);
gg.new_edge("s3", "s2", 4, 9);
dot(std::cout, gg);
int f = 0;
for (auto& t: g.out(s1))
{
f += t.one + t.two;
}
return (f == 11) &&
g.state_data(s1).compare(&g.state_data(gg.get_state("s1"))) == 0 &&
g.state_data(s1).compare(&g.state_data(gg.get_state("s2"))) != 0;
}
int main()
{
bool a1 = f1();
bool a2 = f2();
bool a3 = f3();
bool a4 = f4();
bool a5 = f5();
bool a6 = f6();
bool a7 = f7();
bool a8 = f8();
bool a9 = f9();
std::cout << a1 << ' '
<< a2 << ' '
<< a3 << ' '
<< a4 << ' '
<< a5 << ' '
<< a6 << ' '
<< a7 << ' '
<< a8 << ' '
<< a9 << '\n';
return !(a1 && a2 && a3 && a4 && a5 && a6 && a7 && a8 && a9);
}