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Cache dependence computation using FoldingSet.
This introduces an LDA-internal DependencePair class. The intention is, that this is a place where dependence testers can store various results such as SCEVs describing conflicting iterations, breaking conditions, distance/direction vectors, etc. git-svn-id: https://llvm.org/svn/llvm-project/llvm/trunk@76877 91177308-0d34-0410-b5e6-96231b3b80d8
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@@ -81,36 +81,73 @@ bool LoopDependenceAnalysis::isDependencePair(const Value *A,
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cast<const Instruction>(B)->mayWriteToMemory());
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}
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bool LoopDependenceAnalysis::depends(Value *Src, Value *Dst) {
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assert(isDependencePair(Src, Dst) && "Values form no dependence pair!");
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DOUT << "== LDA test ==\n" << *Src << *Dst;
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bool LoopDependenceAnalysis::findOrInsertDependencePair(Value *X,
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Value *Y,
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DependencePair *&P) {
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void *insertPos = 0;
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FoldingSetNodeID id;
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id.AddPointer(X);
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id.AddPointer(Y);
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// We only analyse loads and stores; for possible memory accesses by e.g.
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// free, call, or invoke instructions we conservatively assume dependence.
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if (!IsLoadOrStoreInst(Src) || !IsLoadOrStoreInst(Dst))
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return true;
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P = Pairs.FindNodeOrInsertPos(id, insertPos);
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if (P) return true;
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Value *srcPtr = GetPointerOperand(Src);
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Value *dstPtr = GetPointerOperand(Dst);
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const Value *srcObj = srcPtr->getUnderlyingObject();
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const Value *dstObj = dstPtr->getUnderlyingObject();
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P = PairAllocator.Allocate<DependencePair>();
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new (P) DependencePair(id, X, Y);
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Pairs.InsertNode(P, insertPos);
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return false;
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}
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void LoopDependenceAnalysis::analysePair(DependencePair *P) const {
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DOUT << "Analysing:\n" << *P->A << "\n" << *P->B << "\n";
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// Our default answer: we don't know anything, i.e. we failed to analyse this
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// pair to get a more specific answer (dependent, independent).
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P->Result = Unknown;
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// We only analyse loads and stores but no possible memory accesses by e.g.
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// free, call, or invoke instructions.
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if (!IsLoadOrStoreInst(P->A) || !IsLoadOrStoreInst(P->B)) {
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DOUT << "--> [?] no load/store\n";
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return;
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}
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Value *aptr = GetPointerOperand(P->A);
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Value *bptr = GetPointerOperand(P->B);
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const Value *aobj = aptr->getUnderlyingObject();
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const Value *bobj = bptr->getUnderlyingObject();
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AliasAnalysis::AliasResult alias = AA->alias(
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srcObj, AA->getTargetData().getTypeStoreSize(srcObj->getType()),
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dstObj, AA->getTargetData().getTypeStoreSize(dstObj->getType()));
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aobj, AA->getTargetData().getTypeStoreSize(aobj->getType()),
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bobj, AA->getTargetData().getTypeStoreSize(bobj->getType()));
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// If we don't know whether or not the two objects alias, assume dependence.
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if (alias == AliasAnalysis::MayAlias)
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return true;
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// We can not analyse objects if we do not know about their aliasing.
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if (alias == AliasAnalysis::MayAlias) {
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DOUT << "---> [?] may alias\n";
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return;
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}
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// If the objects noalias, they are distinct, accesses are independent.
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if (alias == AliasAnalysis::NoAlias)
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return false;
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if (alias == AliasAnalysis::NoAlias) {
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DOUT << "---> [I] no alias\n";
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P->Result = Independent;
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return;
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}
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// TODO: the underlying objects MustAlias, test for dependence
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// We couldn't establish a more precise result, so we have to conservatively
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// assume full dependence.
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return true;
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DOUT << "---> [?] cannot analyse\n";
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return;
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}
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bool LoopDependenceAnalysis::depends(Value *A, Value *B) {
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assert(isDependencePair(A, B) && "Values form no dependence pair!");
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DependencePair *p;
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if (!findOrInsertDependencePair(A, B, p)) {
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// The pair is not cached, so analyse it.
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analysePair(p);
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}
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return p->Result != Independent;
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}
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//===----------------------------------------------------------------------===//
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@@ -124,6 +161,11 @@ bool LoopDependenceAnalysis::runOnLoop(Loop *L, LPPassManager &) {
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return false;
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}
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void LoopDependenceAnalysis::releaseMemory() {
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Pairs.clear();
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PairAllocator.Reset();
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}
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void LoopDependenceAnalysis::getAnalysisUsage(AnalysisUsage &AU) const {
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AU.setPreservesAll();
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AU.addRequiredTransitive<AliasAnalysis>();
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