reference, declaration → definition definition → references, declarations, derived classes, virtual overrides reference to multiple definitions → definitions unreferenced |
95 assert(*Solver->getSort(LHS) == *Solver->getSort(RHS) && 101 return Solver->mkBVMul(LHS, RHS); 104 return isSigned ? Solver->mkBVSDiv(LHS, RHS) : Solver->mkBVUDiv(LHS, RHS); 104 return isSigned ? Solver->mkBVSDiv(LHS, RHS) : Solver->mkBVUDiv(LHS, RHS); 107 return isSigned ? Solver->mkBVSRem(LHS, RHS) : Solver->mkBVURem(LHS, RHS); 107 return isSigned ? Solver->mkBVSRem(LHS, RHS) : Solver->mkBVURem(LHS, RHS); 111 return Solver->mkBVAdd(LHS, RHS); 114 return Solver->mkBVSub(LHS, RHS); 118 return Solver->mkBVShl(LHS, RHS); 121 return isSigned ? Solver->mkBVAshr(LHS, RHS) : Solver->mkBVLshr(LHS, RHS); 121 return isSigned ? Solver->mkBVAshr(LHS, RHS) : Solver->mkBVLshr(LHS, RHS); 125 return isSigned ? Solver->mkBVSlt(LHS, RHS) : Solver->mkBVUlt(LHS, RHS); 125 return isSigned ? Solver->mkBVSlt(LHS, RHS) : Solver->mkBVUlt(LHS, RHS); 128 return isSigned ? Solver->mkBVSgt(LHS, RHS) : Solver->mkBVUgt(LHS, RHS); 128 return isSigned ? Solver->mkBVSgt(LHS, RHS) : Solver->mkBVUgt(LHS, RHS); 131 return isSigned ? Solver->mkBVSle(LHS, RHS) : Solver->mkBVUle(LHS, RHS); 131 return isSigned ? Solver->mkBVSle(LHS, RHS) : Solver->mkBVUle(LHS, RHS); 134 return isSigned ? Solver->mkBVSge(LHS, RHS) : Solver->mkBVUge(LHS, RHS); 134 return isSigned ? Solver->mkBVSge(LHS, RHS) : Solver->mkBVUge(LHS, RHS); 138 return Solver->mkEqual(LHS, RHS); 142 fromBinOp(Solver, LHS, BO_EQ, RHS, isSigned)); 146 return Solver->mkBVAnd(LHS, RHS); 149 return Solver->mkBVXor(LHS, RHS); 152 return Solver->mkBVOr(LHS, RHS); 156 return Solver->mkAnd(LHS, RHS); 159 return Solver->mkOr(LHS, RHS);