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Bug fix; may not rewrite inequality
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1 changed files with 47 additions and 42 deletions
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@ -264,6 +264,10 @@ namespace polysat {
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// For now, just restrict to ule_constraint.
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if (!c_target->is_ule()) // TODO: Remove?
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continue;
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if (c_target->to_ule().lhs().degree(v) > 1 || // TODO: Invert non-linear parts?
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c_target->to_ule().rhs().degree(v) > 1)
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continue;
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// TODO: Eliminate without inversion? 2x = y && 2x <= z
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to_check.push_back(c_target);
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@ -291,65 +295,65 @@ namespace polysat {
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//pdd rs = rest;
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if (!lc.is_val() && lc.is_var())
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if (!lc.is_val() && !lc.is_var())
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// TODO: We could introduce a new variable "new_var = lc" and add the valuation for this new variable
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return;
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pdd coeff_odd = get_odd(lc); // a'
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optional<pdd> lci = get_inverse(coeff_odd); // a'^-1
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if (!lci)
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LOG("coeff_odd: " << coeff_odd);
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optional<pdd> coeff_odd_inv = get_inverse(coeff_odd); // a'^-1
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if (!coeff_odd_inv)
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return; // For sure not invertible
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LOG("lci: " << lci);
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LOG("coeff_odd_inv: " << *coeff_odd_inv);
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/*assignment_t a;
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pdd const lcs = eval(lc, core, a);
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LOG("lcs: " << lcs);
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pdd lci = m.zero();
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if (!inv(lcs, lci))
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return;
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pdd lci = m.zero();
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pdd const rs = s.subst(a, rest);
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*/
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/*pdd const vs = -rs * lci; // this is the polynomial that computes v
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LOG("vs: " << vs);
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SASSERT(!vs.free_vars().contains(v));*/
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// Find another constraint where we want to substitute v
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for (signed_constraint c_target : to_check) {
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// Move the variable to eliminate to one side
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pdd fac = m.zero();
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pdd fac2 = m.zero();
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pdd rest2 = m.zero();
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pdd rest3 = m.zero();
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c_target->to_ule().lhs().factor(v, 1, fac, rest2);
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c_target->to_ule().rhs().factor(v, 1, fac2, rest3);
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rest2 = rest3 - rest2;
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fac = fac - fac2;
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pdd fac_lhs = m.zero();
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pdd fac_rhs = m.zero();
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pdd rest_lhs = m.zero();
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pdd rest_rhs = m.zero();
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c_target->to_ule().lhs().factor(v, 1, fac_lhs, rest_lhs);
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c_target->to_ule().rhs().factor(v, 1, fac_rhs, rest_rhs);
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LOG("c_target: " << lit_pp(s, c_target));
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LOG("fac: " << fac);
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LOG("rest2: " << rest2);
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LOG("c_target (lhs): " << c_target->to_ule().lhs());
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LOG("c_target (rhs): " << c_target->to_ule().rhs());
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LOG("fac_lhs: " << fac_lhs);
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LOG("rest_lhs: " << rest_lhs);
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LOG("fac_rhs: " << fac_rhs);
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LOG("rest_rhs: " << rest_rhs);
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if (!fac.is_val() && !fac.is_var())
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if (!fac_lhs.is_val() && !fac_lhs.is_var())
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return; // TODO: Again, we might bind this to a variable
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if (!fac_rhs.is_val() && !fac_rhs.is_var())
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return;
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// TODO: Maybe only replace one side if the other is not invertible...
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pdd pv2 = get_dyadic_valuation(fac).first;
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pdd pv1 = get_dyadic_valuation(lc).first;
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pdd odd_fac = get_odd(fac);
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pdd power_diff = s.shl(m.one(), pv2 - pv1);
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pdd pv_equality = get_dyadic_valuation(lc).first;
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pdd pv_lhs = get_dyadic_valuation(fac_lhs).first;
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pdd pv_rhs = get_dyadic_valuation(fac_rhs).first;
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LOG("pv2: " << pv2);
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LOG("pv1: " << pv1);
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LOG("odd_fac: " << odd_fac);
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LOG("power_diff: " << power_diff);
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pdd odd_fac_lhs = get_odd(fac_lhs);
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pdd odd_fac_rhs = get_odd(fac_rhs);
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pdd power_diff_lhs = s.shl(m.one(), pv_lhs - pv_equality);
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pdd power_diff_rhs = s.shl(m.one(), pv_rhs - pv_equality);
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signed_constraint c_new = s.ule(-rest * lci * power_diff * odd_fac, rest2);
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LOG("pv_equality " << pv_equality);
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LOG("pv_lhs: " << pv_lhs);
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LOG("odd_fac_lhs: " << odd_fac_lhs);
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LOG("power_diff_lhs: " << power_diff_lhs);
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LOG("pv_rhs: " << pv_rhs);
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LOG("odd_fac_rhs: " << odd_fac_rhs);
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LOG("power_diff_rhs: " << power_diff_rhs);
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signed_constraint c_new = s.ule(
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-rest * *coeff_odd_inv * power_diff_lhs * odd_fac_lhs + rest_lhs,
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-rest * *coeff_odd_inv * power_diff_rhs * odd_fac_rhs + rest_rhs);
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if (c_target.is_negative())
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c_new.negate();
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LOG("c_new: " << lit_pp(s, c_new));
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@ -365,7 +369,8 @@ namespace polysat {
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cb.push(~s.eq(s.var(w), wv));*/
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cb.insert(~c);
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cb.insert(~c_target);
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cb.insert(~s.ule(get_dyadic_valuation(lc).first, get_dyadic_valuation(fac).first));
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cb.insert(~s.ule(get_dyadic_valuation(lc).first, get_dyadic_valuation(fac_lhs).first));
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cb.insert(~s.ule(get_dyadic_valuation(lc).first, get_dyadic_valuation(fac_rhs).first));
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cb.insert(c_new);
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ref<clause> c = cb.build();
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if (c) // Can we get tautologies this way?
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