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address divergence in the case of shared theory symbols. Codeplex issue 147, thanks to George Karpenkov
Signed-off-by: Nikolaj Bjorner <nbjorner@microsoft.com>
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commit
08cb8b8de8
74 changed files with 1280 additions and 896 deletions
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@ -43,6 +43,7 @@ namespace opt {
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m(mgr),
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m_dump_benchmarks(false),
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m_fm(fm),
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m_objective_sorts(m),
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m_first(true) {
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m_params.updt_params(p);
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m_params.m_relevancy_lvl = 0;
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@ -173,13 +174,56 @@ namespace opt {
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}
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/**
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\brief maximize the value of objective i in the current state.
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Return a predicate that blocks the current maximal value.
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The result of 'maximize' is post-processed.
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When maximization involves shared symbols the model produced
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by local optimization does not necessarily satisfy combination
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constraints (it may not be a real model).
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In this case, the model is post-processed (update_model
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causes an additional call to final_check to propagate theory equalities
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when 'has_shared' is true).
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*/
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void opt_solver::maximize_objective(unsigned i, expr_ref& blocker) {
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smt::theory_var v = m_objective_vars[i];
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m_objective_values[i] = get_optimizer().maximize(v, blocker);
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m_context.get_context().update_model();
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bool has_shared = false;
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inf_eps val = get_optimizer().maximize(v, blocker, has_shared);
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inf_eps val2;
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m_valid_objectives[i] = true;
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if (m_context.get_context().update_model(has_shared)) {
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if (has_shared) {
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val2 = current_objective_value(i);
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if (val2 != val) {
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decrement_value(i, val);
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}
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}
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}
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else {
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SASSERT(has_shared);
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// model is not final. We set the current objective to
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// close to the optimal (ignoring types).
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decrement_value(i, val);
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}
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m_objective_values[i] = val;
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TRACE("opt", { model_ref mdl; tout << m_objective_values[i] << "\n";
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get_model(mdl); model_smt2_pp(tout << "update model: ", m, *mdl, 0); });
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tout << blocker << "\n";
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get_model(mdl); model_smt2_pp(tout << "update model:\n", m, *mdl, 0); });
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}
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void opt_solver::decrement_value(unsigned i, inf_eps& val) {
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if (arith_util(m).is_real(m_objective_sorts[i].get())) {
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val -= inf_eps(inf_rational(rational(0),true));
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}
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else {
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val -= inf_eps(inf_rational(rational(1)));
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}
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m_valid_objectives[i] = false;
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}
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void opt_solver::get_unsat_core(ptr_vector<expr> & r) {
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unsigned sz = m_context.get_unsat_core_size();
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@ -232,6 +276,8 @@ namespace opt {
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smt::theory_var v = get_optimizer().add_objective(term);
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m_objective_vars.push_back(v);
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m_objective_values.push_back(inf_eps(rational(-1), inf_rational()));
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m_objective_sorts.push_back(m.get_sort(term));
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m_valid_objectives.push_back(true);
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return v;
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}
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@ -278,6 +324,8 @@ namespace opt {
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void opt_solver::reset_objectives() {
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m_objective_vars.reset();
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m_objective_values.reset();
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m_objective_sorts.reset();
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m_valid_objectives.reset();
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}
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opt_solver& opt_solver::to_opt(solver& s) {
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