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Add support for constant propogation of multiplies
llvm-svn: 214
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a2122c28d0
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@ -42,6 +42,11 @@ class TemplateRules : public ConstRules {
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return SubClassName::Sub((const ArgType *)V1, (const ArgType *)V2);
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}
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virtual ConstPoolVal *mul(const ConstPoolVal *V1,
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const ConstPoolVal *V2) const {
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return SubClassName::Mul((const ArgType *)V1, (const ArgType *)V2);
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}
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virtual ConstPoolBool *lessthan(const ConstPoolVal *V1,
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const ConstPoolVal *V2) const {
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return SubClassName::LessThan((const ArgType *)V1, (const ArgType *)V2);
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@ -56,11 +61,12 @@ class TemplateRules : public ConstRules {
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inline static ConstPoolVal *Add(const ArgType *V1, const ArgType *V2) {
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return 0;
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}
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inline static ConstPoolVal *Sub(const ArgType *V1, const ArgType *V2) {
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return 0;
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}
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inline static ConstPoolVal *Mul(const ArgType *V1, const ArgType *V2) {
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return 0;
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}
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inline static ConstPoolBool *LessThan(const ArgType *V1, const ArgType *V2) {
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return 0;
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}
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@ -138,6 +144,13 @@ struct DirectRules
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return new ConstPoolClass(*Ty, Result);
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}
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inline static ConstPoolVal *Mul(const ConstPoolClass *V1,
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const ConstPoolClass *V2) {
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BuiltinType Result = (BuiltinType)V1->getValue() *
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(BuiltinType)V2->getValue();
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return new ConstPoolClass(*Ty, Result);
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}
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inline static ConstPoolBool *LessThan(const ConstPoolClass *V1,
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const ConstPoolClass *V2) {
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bool Result = (BuiltinType)V1->getValue() < (BuiltinType)V2->getValue();
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