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logging support for theory axioms

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nilsbecker 2019-02-21 19:29:35 +01:00
parent 279413412d
commit 28c03ed1de
26 changed files with 508 additions and 127 deletions
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186
src/smt/smt_quantifier.cpp
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@ -32,6 +32,96 @@ namespace smt {
quantifier_manager_plugin * mk_default_plugin();
/**
\brief Ensures that all relevant proof steps to explain why the enode is equal to the root of its
equivalence class are in the log and up-to-date.
*/
void quantifier_manager::log_justification_to_root(std::ostream & log, enode *en, obj_hashtable<enode> &already_visited, context &ctx, ast_manager &m) {
enode *root = en->get_root();
for (enode *it = en; it != root; it = it->get_trans_justification().m_target) {
if (already_visited.find(it) == already_visited.end()) already_visited.insert(it);
else break;
if (!it->m_proof_is_logged) {
log_single_justification(log, it, already_visited, ctx, m);
it->m_proof_is_logged = true;
} else if (it->get_trans_justification().m_justification.get_kind() == smt::eq_justification::kind::CONGRUENCE) {
// When the justification of an argument changes m_proof_is_logged is not reset => We need to check if the proofs of all arguments are logged.
const unsigned num_args = it->get_num_args();
enode *target = it->get_trans_justification().m_target;
for (unsigned i = 0; i < num_args; ++i) {
log_justification_to_root(log, it->get_arg(i), already_visited, ctx, m);
log_justification_to_root(log, target->get_arg(i), already_visited, ctx, m);
}
it->m_proof_is_logged = true;
}
}
if (!root->m_proof_is_logged) {
log << "[eq-expl] #" << root->get_owner_id() << " root\n";
root->m_proof_is_logged = true;
}
}
/**
\brief Logs a single equality explanation step and, if necessary, recursively calls log_justification_to_root to log
equalities needed by the step (e.g. argument equalities for congruence steps).
*/
void quantifier_manager::log_single_justification(std::ostream & out, enode *en, obj_hashtable<enode> &already_visited, context &ctx, ast_manager &m) {
smt::literal lit;
unsigned num_args;
enode *target = en->get_trans_justification().m_target;
theory_id th_id;
switch (en->get_trans_justification().m_justification.get_kind()) {
case smt::eq_justification::kind::EQUATION:
lit = en->get_trans_justification().m_justification.get_literal();
out << "[eq-expl] #" << en->get_owner_id() << " lit #" << ctx.bool_var2expr(lit.var())->get_id() << " ; #" << target->get_owner_id() << "\n";
break;
case smt::eq_justification::kind::AXIOM:
out << "[eq-expl] #" << en->get_owner_id() << " ax ; #" << target->get_owner_id() << "\n";
break;
case smt::eq_justification::kind::CONGRUENCE:
if (!en->get_trans_justification().m_justification.used_commutativity()) {
num_args = en->get_num_args();
for (unsigned i = 0; i < num_args; ++i) {
log_justification_to_root(out, en->get_arg(i), already_visited, ctx, m);
log_justification_to_root(out, target->get_arg(i), already_visited, ctx, m);
}
out << "[eq-expl] #" << en->get_owner_id() << " cg";
for (unsigned i = 0; i < num_args; ++i) {
out << " (#" << en->get_arg(i)->get_owner_id() << " #" << target->get_arg(i)->get_owner_id() << ")";
}
out << " ; #" << target->get_owner_id() << "\n";
break;
} else {
// The e-graph only supports commutativity for binary functions
out << "[eq-expl] #" << en->get_owner_id()
<< " cg (#" << en->get_arg(0)->get_owner_id() << " #" << target->get_arg(1)->get_owner_id()
<< ") (#" << en->get_arg(1)->get_owner_id() << " #" << target->get_arg(0)->get_owner_id()
<< ") ; #" << target->get_owner_id() << "\n";
break;
}
case smt::eq_justification::kind::JUSTIFICATION:
th_id = en->get_trans_justification().m_justification.get_justification()->get_from_theory();
if (th_id != null_theory_id) {
symbol const theory = m.get_family_name(th_id);
out << "[eq-expl] #" << en->get_owner_id() << " th " << theory.str() << " ; #" << target->get_owner_id() << "\n";
} else {
out << "[eq-expl] #" << en->get_owner_id() << " unknown ; #" << target->get_owner_id() << "\n";
}
break;
default:
out << "[eq-expl] #" << en->get_owner_id() << " unknown ; #" << target->get_owner_id() << "\n";
break;
}
}
struct quantifier_manager::imp {
quantifier_manager & m_wrapper;
context & m_context;
@ -105,96 +195,6 @@ namespace smt {
return m_plugin->is_shared(n);
}
/**
\brief Ensures that all relevant proof steps to explain why the enode is equal to the root of its
equivalence class are in the log and up-to-date.
*/
void log_justification_to_root(std::ostream & log, enode *en, obj_hashtable<enode> &already_visited) {
enode *root = en->get_root();
for (enode *it = en; it != root; it = it->get_trans_justification().m_target) {
if (already_visited.find(it) == already_visited.end()) already_visited.insert(it);
else break;
if (!it->m_proof_is_logged) {
log_single_justification(log, it, already_visited);
it->m_proof_is_logged = true;
} else if (it->get_trans_justification().m_justification.get_kind() == smt::eq_justification::kind::CONGRUENCE) {
// When the justification of an argument changes m_proof_is_logged is not reset => We need to check if the proofs of all arguments are logged.
const unsigned num_args = it->get_num_args();
enode *target = it->get_trans_justification().m_target;
for (unsigned i = 0; i < num_args; ++i) {
log_justification_to_root(log, it->get_arg(i), already_visited);
log_justification_to_root(log, target->get_arg(i), already_visited);
}
it->m_proof_is_logged = true;
}
}
if (!root->m_proof_is_logged) {
log << "[eq-expl] #" << root->get_owner_id() << " root\n";
root->m_proof_is_logged = true;
}
}
/**
\brief Logs a single equality explanation step and, if necessary, recursively calls log_justification_to_root to log
equalities needed by the step (e.g. argument equalities for congruence steps).
*/
void log_single_justification(std::ostream & out, enode *en, obj_hashtable<enode> &already_visited) {
smt::literal lit;
unsigned num_args;
enode *target = en->get_trans_justification().m_target;
theory_id th_id;
switch (en->get_trans_justification().m_justification.get_kind()) {
case smt::eq_justification::kind::EQUATION:
lit = en->get_trans_justification().m_justification.get_literal();
out << "[eq-expl] #" << en->get_owner_id() << " lit #" << m_context.bool_var2expr(lit.var())->get_id() << " ; #" << target->get_owner_id() << "\n";
break;
case smt::eq_justification::kind::AXIOM:
out << "[eq-expl] #" << en->get_owner_id() << " ax ; #" << target->get_owner_id() << "\n";
break;
case smt::eq_justification::kind::CONGRUENCE:
if (!en->get_trans_justification().m_justification.used_commutativity()) {
num_args = en->get_num_args();
for (unsigned i = 0; i < num_args; ++i) {
log_justification_to_root(out, en->get_arg(i), already_visited);
log_justification_to_root(out, target->get_arg(i), already_visited);
}
out << "[eq-expl] #" << en->get_owner_id() << " cg";
for (unsigned i = 0; i < num_args; ++i) {
out << " (#" << en->get_arg(i)->get_owner_id() << " #" << target->get_arg(i)->get_owner_id() << ")";
}
out << " ; #" << target->get_owner_id() << "\n";
break;
} else {
// The e-graph only supports commutativity for binary functions
out << "[eq-expl] #" << en->get_owner_id()
<< " cg (#" << en->get_arg(0)->get_owner_id() << " #" << target->get_arg(1)->get_owner_id()
<< ") (#" << en->get_arg(1)->get_owner_id() << " #" << target->get_arg(0)->get_owner_id()
<< ") ; #" << target->get_owner_id() << "\n";
break;
}
case smt::eq_justification::kind::JUSTIFICATION:
th_id = en->get_trans_justification().m_justification.get_justification()->get_from_theory();
if (th_id != null_theory_id) {
symbol const theory = m().get_family_name(th_id);
out << "[eq-expl] #" << en->get_owner_id() << " th " << theory.str() << " ; #" << target->get_owner_id() << "\n";
} else {
out << "[eq-expl] #" << en->get_owner_id() << " unknown ; #" << target->get_owner_id() << "\n";
}
break;
default:
out << "[eq-expl] #" << en->get_owner_id() << " unknown ; #" << target->get_owner_id() << "\n";
break;
}
}
bool add_instance(quantifier * q, app * pat,
unsigned num_bindings,
enode * const * bindings,
@ -225,15 +225,15 @@ namespace smt {
// In the term produced by the quantifier instantiation the root of the equivalence class of the terms bound to the quantified variables
// is used. We need to make sure that all of these equalities appear in the log.
for (unsigned i = 0; i < num_bindings; ++i) {
log_justification_to_root(out, bindings[i], already_visited);
log_justification_to_root(out, bindings[i], already_visited, m_context, m());
}
for (auto n : used_enodes) {
enode *orig = std::get<0>(n);
enode *substituted = std::get<1>(n);
if (orig != nullptr) {
log_justification_to_root(out, orig, already_visited);
log_justification_to_root(out, substituted, already_visited);
log_justification_to_root(out, orig, already_visited, m_context, m());
log_justification_to_root(out, substituted, already_visited, m_context, m());
}
}