Searched refs:canonSimplify (Results 1 – 6 of 6) sorted by relevance
162 Theorem canonSimplify(const Expr& e);167 Theorem canonSimplify(const Theorem& thm) { in canonSimplify() function168 return transitivityRule(thm, canonSimplify(thm.getRHS())); in canonSimplify()
151 Theorem canonSimplify(const Expr& e);155 Theorem canonSimplify(const Theorem& thm) { in canonSimplify() function156 return transitivityRule(thm, canonSimplify(thm.getRHS())); in canonSimplify()
186 Theorem canonSimplify(const Expr& e);191 Theorem canonSimplify(const Theorem& thm) { in canonSimplify() function192 return transitivityRule(thm, canonSimplify(thm.getRHS())); in canonSimplify()
360 TheoryArith3::canonSimplify(const Expr& e) { in canonSimplify() function in TheoryArith3395 thms.push_back(canonSimplify(e[0])); in canonPred()396 thms.push_back(canonSimplify(e[1])); in canonPred()409 thms.push_back(canonSimplify(e[0])); in canonPredEquiv()410 thms.push_back(canonSimplify(e[1])); in canonPredEquiv()
246 Theorem TheoryArithNew::canonSimplify(const Expr& e) { in canonSimplify() function in TheoryArithNew284 thms.push_back(canonSimplify(e[0])); in canonPred()285 thms.push_back(canonSimplify(e[1])); in canonPred()306 thms.push_back(canonSimplify(e[0])); in canonPredEquiv()307 thms.push_back(canonSimplify(e[1])); in canonPredEquiv()
144 index = leExpr(rat(0), canonSimplify(ineq[1] - newT).getRHS()); in updateSubsumptionDB()146 index = leExpr(canonSimplify(ineq[0]-newT).getRHS(), rat(0)); in updateSubsumptionDB()371 TheoryArithOld::canonSimplify(const Expr& e) { in canonSimplify() function in TheoryArithOld406 thms.push_back(canonSimplify(e[0])); in canonPred()407 thms.push_back(canonSimplify(e[1])); in canonPred()422 thms.push_back(canonSimplify(e[0])); in canonPredEquiv()423 thms.push_back(canonSimplify(e[1])); in canonPredEquiv()