本文整理汇总了C++中box::bisect方法的典型用法代码示例。如果您正苦于以下问题:C++ box::bisect方法的具体用法?C++ box::bisect怎么用?C++ box::bisect使用的例子?那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在类box
的用法示例。
在下文中一共展示了box::bisect方法的5个代码示例,这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞,您的评价将有助于系统推荐出更棒的C++代码示例。
示例1: solve
box random_icp::solve(box b, double const precision ) {
thread_local static unordered_set<shared_ptr<constraint>> used_constraints;
used_constraints.clear();
thread_local static vector<box> solns;
thread_local static vector<box> box_stack;
solns.clear();
box_stack.clear();
box_stack.push_back(b);
do {
DREAL_LOG_INFO << "random_icp::solve - loop"
<< "\t" << "box stack Size = " << box_stack.size();
b = box_stack.back();
box_stack.pop_back();
try {
m_ctc.prune(b, m_config);
auto this_used_constraints = m_ctc.used_constraints();
used_constraints.insert(this_used_constraints.begin(), this_used_constraints.end());
} catch (contractor_exception & e) {
// Do nothing
}
if (!b.is_empty()) {
tuple<int, box, box> splits = b.bisect(precision);
int const i = get<0>(splits);
if (i >= 0) {
box const & first = get<1>(splits);
box const & second = get<2>(splits);
if (random_bool()) {
box_stack.push_back(second);
box_stack.push_back(first);
} else {
box_stack.push_back(first);
box_stack.push_back(second);
}
if (m_config.nra_proof) {
m_config.nra_proof_out << "[branched on "
<< b.get_name(i)
<< "]" << endl;
}
} else {
m_config.nra_found_soln++;
if (m_config.nra_found_soln >= m_config.nra_multiple_soln) {
break;
}
if (m_config.nra_multiple_soln > 1) {
// If --multiple_soln is used
output_solution(b, m_config, m_config.nra_found_soln);
}
solns.push_back(b);
}
}
} while (box_stack.size() > 0);
m_ctc.set_used_constraints(used_constraints);
if (m_config.nra_multiple_soln > 1 && solns.size() > 0) {
return solns.back();
} else {
assert(!b.is_empty() || box_stack.size() == 0);
return b;
}
}
示例2: icp_loop_with_nc_bt
box icp_loop_with_nc_bt(box b, contractor const & ctc, SMTConfig & config) {
static unsigned prune_count = 0;
stack<box> box_stack;
stack<int> bisect_var_stack;
box_stack.push(b);
bisect_var_stack.push(-1); // Dummy var
do {
// Loop Invariant
assert(box_stack.size() == bisect_var_stack.size());
DREAL_LOG_INFO << "new_icp_loop()"
<< "\t" << "box stack Size = " << box_stack.size();
b = box_stack.top();
try {
b = ctc.prune(b, config);
} catch (contractor_exception & e) {
// Do nothing
}
prune_count++;
box_stack.pop();
bisect_var_stack.pop();
if (!b.is_empty()) {
// SAT
if (b.max_diam() > config.nra_precision) {
tuple<int, box, box> splits = b.bisect();
unsigned const index = get<0>(splits);
box const & first = get<1>(splits);
box const & second = get<2>(splits);
if (second.is_bisectable()) {
box_stack.push(second);
box_stack.push(first);
} else {
box_stack.push(first);
box_stack.push(second);
}
bisect_var_stack.push(index);
bisect_var_stack.push(index);
} else {
break;
}
} else {
// UNSAT
while (box_stack.size() > 0) {
assert(box_stack.size() == bisect_var_stack.size());
int bisect_var = bisect_var_stack.top();
ibex::BitSet const & input = ctc.input();
DREAL_LOG_DEBUG << ctc;
if (!input[bisect_var]) {
box_stack.pop();
bisect_var_stack.pop();
} else {
break;
}
}
}
} while (box_stack.size() > 0);
DREAL_LOG_DEBUG << "prune count = " << prune_count;
return b;
}
示例3: solve
box naive_icp::solve(box b, contractor const & ctc, SMTConfig & config) {
vector<box> solns;
vector<box> box_stack;
box_stack.push_back(b);
do {
DREAL_LOG_INFO << "icp_loop()"
<< "\t" << "box stack Size = " << box_stack.size();
b = box_stack.back();
box_stack.pop_back();
try {
b = ctc.prune(b, config);
if (config.nra_use_stat) { config.nra_stat.increase_prune(); }
} catch (contractor_exception & e) {
// Do nothing
}
if (!b.is_empty()) {
tuple<int, box, box> splits = b.bisect(config.nra_precision);
if (config.nra_use_stat) { config.nra_stat.increase_branch(); }
int const i = get<0>(splits);
if (i >= 0) {
box const & first = get<1>(splits);
box const & second = get<2>(splits);
if (second.is_bisectable()) {
box_stack.push_back(second);
box_stack.push_back(first);
} else {
box_stack.push_back(first);
box_stack.push_back(second);
}
if (config.nra_proof) {
config.nra_proof_out << "[branched on "
<< b.get_name(i)
<< "]" << endl;
}
} else {
config.nra_found_soln++;
if (config.nra_found_soln >= config.nra_multiple_soln) {
break;
}
if (config.nra_multiple_soln > 1) {
// If --multiple_soln is used
output_solution(b, config, config.nra_found_soln);
}
solns.push_back(b);
}
}
} while (box_stack.size() > 0);
if (config.nra_multiple_soln > 1 && solns.size() > 0) {
return solns.back();
} else {
assert(!b.is_empty() || box_stack.size() == 0);
// cerr << "BEFORE ADJUST_BOUND\n==================\n" << b << "=========================\n\n\n";
b.adjust_bound(box_stack);
// cerr << "AFTER ADJUST_BOUND\n==================\n" << b << "=========================\n\n\n";
return b;
}
}
示例4: icp_loop
box icp_loop(box b, contractor const & ctc, SMTConfig & config) {
vector<box> solns;
stack<box> box_stack;
box_stack.push(b);
do {
DREAL_LOG_INFO << "icp_loop()"
<< "\t" << "box stack Size = " << box_stack.size();
b = box_stack.top();
box_stack.pop();
try {
b = ctc.prune(b, config);
} catch (contractor_exception & e) {
// Do nothing
}
if (!b.is_empty()) {
if (b.max_diam() > config.nra_precision) {
tuple<int, box, box> splits = b.bisect();
unsigned const i = get<0>(splits);
box const & first = get<1>(splits);
box const & second = get<2>(splits);
if (second.is_bisectable()) {
box_stack.push(second);
box_stack.push(first);
} else {
box_stack.push(first);
box_stack.push(second);
}
if (config.nra_proof) {
config.nra_proof_out << "[branched on "
<< b.get_name(i)
<< "]" << endl;
}
} else {
config.nra_found_soln++;
if (config.nra_multiple_soln > 1) {
cerr << "Find " << config.nra_found_soln << "-th solution:" << endl;
cerr << b << endl;
}
solns.push_back(b);
if (config.nra_found_soln >= config.nra_multiple_soln) {
break;
}
}
}
} while (box_stack.size() > 0);
if (solns.size() > 0) {
return solns.back();
} else {
return b;
}
}
示例5: solve
box naive_icp::solve(box b, contractor & ctc, SMTConfig & config) {
thread_local static std::unordered_set<std::shared_ptr<constraint>> used_constraints;
used_constraints.clear();
thread_local static vector<box> solns;
thread_local static vector<box> box_stack;
solns.clear();
box_stack.clear();
box_stack.push_back(b);
do {
DREAL_LOG_INFO << "naive_icp::solve - loop"
<< "\t" << "box stack Size = " << box_stack.size();
b = box_stack.back();
box_stack.pop_back();
try {
ctc.prune(b, config);
auto this_used_constraints = ctc.used_constraints();
used_constraints.insert(this_used_constraints.begin(), this_used_constraints.end());
if (config.nra_use_stat) { config.nra_stat.increase_prune(); }
} catch (contractor_exception & e) {
// Do nothing
}
if (!b.is_empty()) {
tuple<int, box, box> splits = b.bisect(config.nra_precision);
if (config.nra_use_stat) { config.nra_stat.increase_branch(); }
int const i = get<0>(splits);
if (i >= 0) {
box const & first = get<1>(splits);
box const & second = get<2>(splits);
assert(first.get_idx_last_branched() == i);
assert(second.get_idx_last_branched() == i);
if (second.is_bisectable()) {
box_stack.push_back(second);
box_stack.push_back(first);
} else {
box_stack.push_back(first);
box_stack.push_back(second);
}
if (config.nra_proof) {
config.nra_proof_out << "[branched on "
<< b.get_name(i)
<< "]" << endl;
}
} else {
config.nra_found_soln++;
if (config.nra_multiple_soln > 1) {
// If --multiple_soln is used
output_solution(b, config, config.nra_found_soln);
}
if (config.nra_found_soln >= config.nra_multiple_soln) {
break;
}
solns.push_back(b);
}
}
} while (box_stack.size() > 0);
ctc.set_used_constraints(used_constraints);
if (config.nra_multiple_soln > 1 && solns.size() > 0) {
return solns.back();
} else {
assert(!b.is_empty() || box_stack.size() == 0);
return b;
}
}