1 //===- PhiValues.cpp - Phi Value Analysis ---------------------------------===// 2 // 3 // Part of the LLVM Project, under the Apache License v2.0 with LLVM Exceptions. 4 // See https://llvm.org/LICENSE.txt for license information. 5 // SPDX-License-Identifier: Apache-2.0 WITH LLVM-exception 6 // 7 //===----------------------------------------------------------------------===// 8 9 #include "llvm/Analysis/PhiValues.h" 10 #include "llvm/ADT/SmallPtrSet.h" 11 #include "llvm/ADT/SmallVector.h" 12 #include "llvm/IR/Instructions.h" 13 #include "llvm/InitializePasses.h" 14 15 using namespace llvm; 16 17 void PhiValues::PhiValuesCallbackVH::deleted() { 18 PV->invalidateValue(getValPtr()); 19 } 20 21 void PhiValues::PhiValuesCallbackVH::allUsesReplacedWith(Value *) { 22 // We could potentially update the cached values we have with the new value, 23 // but it's simpler to just treat the old value as invalidated. 24 PV->invalidateValue(getValPtr()); 25 } 26 27 bool PhiValues::invalidate(Function &, const PreservedAnalyses &PA, 28 FunctionAnalysisManager::Invalidator &) { 29 // PhiValues is invalidated if it isn't preserved. 30 auto PAC = PA.getChecker<PhiValuesAnalysis>(); 31 return !(PAC.preserved() || PAC.preservedSet<AllAnalysesOn<Function>>()); 32 } 33 34 // The goal here is to find all of the non-phi values reachable from this phi, 35 // and to do the same for all of the phis reachable from this phi, as doing so 36 // is necessary anyway in order to get the values for this phi. We do this using 37 // Tarjan's algorithm with Nuutila's improvements to find the strongly connected 38 // components of the phi graph rooted in this phi: 39 // * All phis in a strongly connected component will have the same reachable 40 // non-phi values. The SCC may not be the maximal subgraph for that set of 41 // reachable values, but finding out that isn't really necessary (it would 42 // only reduce the amount of memory needed to store the values). 43 // * Tarjan's algorithm completes components in a bottom-up manner, i.e. it 44 // never completes a component before the components reachable from it have 45 // been completed. This means that when we complete a component we have 46 // everything we need to collect the values reachable from that component. 47 // * We collect both the non-phi values reachable from each SCC, as that's what 48 // we're ultimately interested in, and all of the reachable values, i.e. 49 // including phis, as that makes invalidateValue easier. 50 void PhiValues::processPhi(const PHINode *Phi, 51 SmallVector<const PHINode *, 8> &Stack) { 52 // Initialize the phi with the next depth number. 53 assert(DepthMap.lookup(Phi) == 0); 54 assert(NextDepthNumber != UINT_MAX); 55 unsigned int DepthNumber = ++NextDepthNumber; 56 DepthMap[Phi] = DepthNumber; 57 58 // Recursively process the incoming phis of this phi. 59 TrackedValues.insert(PhiValuesCallbackVH(const_cast<PHINode *>(Phi), this)); 60 for (Value *PhiOp : Phi->incoming_values()) { 61 if (PHINode *PhiPhiOp = dyn_cast<PHINode>(PhiOp)) { 62 // Recurse if the phi has not yet been visited. 63 if (DepthMap.lookup(PhiPhiOp) == 0) 64 processPhi(PhiPhiOp, Stack); 65 assert(DepthMap.lookup(PhiPhiOp) != 0); 66 // If the phi did not become part of a component then this phi and that 67 // phi are part of the same component, so adjust the depth number. 68 if (!ReachableMap.count(DepthMap[PhiPhiOp])) 69 DepthMap[Phi] = std::min(DepthMap[Phi], DepthMap[PhiPhiOp]); 70 } else { 71 TrackedValues.insert(PhiValuesCallbackVH(PhiOp, this)); 72 } 73 } 74 75 // Now that incoming phis have been handled, push this phi to the stack. 76 Stack.push_back(Phi); 77 78 // If the depth number has not changed then we've finished collecting the phis 79 // of a strongly connected component. 80 if (DepthMap[Phi] == DepthNumber) { 81 // Collect the reachable values for this component. The phis of this 82 // component will be those on top of the depth stach with the same or 83 // greater depth number. 84 ConstValueSet Reachable; 85 while (!Stack.empty() && DepthMap[Stack.back()] >= DepthNumber) { 86 const PHINode *ComponentPhi = Stack.pop_back_val(); 87 Reachable.insert(ComponentPhi); 88 DepthMap[ComponentPhi] = DepthNumber; 89 for (Value *Op : ComponentPhi->incoming_values()) { 90 if (PHINode *PhiOp = dyn_cast<PHINode>(Op)) { 91 // If this phi is not part of the same component then that component 92 // is guaranteed to have been completed before this one. Therefore we 93 // can just add its reachable values to the reachable values of this 94 // component. 95 auto It = ReachableMap.find(DepthMap[PhiOp]); 96 if (It != ReachableMap.end()) 97 Reachable.insert(It->second.begin(), It->second.end()); 98 } else { 99 Reachable.insert(Op); 100 } 101 } 102 } 103 ReachableMap.insert({DepthNumber,Reachable}); 104 105 // Filter out phis to get the non-phi reachable values. 106 ValueSet NonPhi; 107 for (const Value *V : Reachable) 108 if (!isa<PHINode>(V)) 109 NonPhi.insert(const_cast<Value*>(V)); 110 NonPhiReachableMap.insert({DepthNumber,NonPhi}); 111 } 112 } 113 114 const PhiValues::ValueSet &PhiValues::getValuesForPhi(const PHINode *PN) { 115 if (DepthMap.count(PN) == 0) { 116 SmallVector<const PHINode *, 8> Stack; 117 processPhi(PN, Stack); 118 assert(Stack.empty()); 119 } 120 assert(DepthMap.lookup(PN) != 0); 121 return NonPhiReachableMap[DepthMap[PN]]; 122 } 123 124 void PhiValues::invalidateValue(const Value *V) { 125 // Components that can reach V are invalid. 126 SmallVector<unsigned int, 8> InvalidComponents; 127 for (auto &Pair : ReachableMap) 128 if (Pair.second.count(V)) 129 InvalidComponents.push_back(Pair.first); 130 131 for (unsigned int N : InvalidComponents) { 132 for (const Value *V : ReachableMap[N]) 133 if (const PHINode *PN = dyn_cast<PHINode>(V)) 134 DepthMap.erase(PN); 135 NonPhiReachableMap.erase(N); 136 ReachableMap.erase(N); 137 } 138 // This value is no longer tracked 139 auto It = TrackedValues.find_as(V); 140 if (It != TrackedValues.end()) 141 TrackedValues.erase(It); 142 } 143 144 void PhiValues::releaseMemory() { 145 DepthMap.clear(); 146 NonPhiReachableMap.clear(); 147 ReachableMap.clear(); 148 } 149 150 void PhiValues::print(raw_ostream &OS) const { 151 // Iterate through the phi nodes of the function rather than iterating through 152 // DepthMap in order to get predictable ordering. 153 for (const BasicBlock &BB : F) { 154 for (const PHINode &PN : BB.phis()) { 155 OS << "PHI "; 156 PN.printAsOperand(OS, false); 157 OS << " has values:\n"; 158 unsigned int N = DepthMap.lookup(&PN); 159 auto It = NonPhiReachableMap.find(N); 160 if (It == NonPhiReachableMap.end()) 161 OS << " UNKNOWN\n"; 162 else if (It->second.empty()) 163 OS << " NONE\n"; 164 else 165 for (Value *V : It->second) 166 // Printing of an instruction prints two spaces at the start, so 167 // handle instructions and everything else slightly differently in 168 // order to get consistent indenting. 169 if (Instruction *I = dyn_cast<Instruction>(V)) 170 OS << *I << "\n"; 171 else 172 OS << " " << *V << "\n"; 173 } 174 } 175 } 176 177 AnalysisKey PhiValuesAnalysis::Key; 178 PhiValues PhiValuesAnalysis::run(Function &F, FunctionAnalysisManager &) { 179 return PhiValues(F); 180 } 181 182 PreservedAnalyses PhiValuesPrinterPass::run(Function &F, 183 FunctionAnalysisManager &AM) { 184 OS << "PHI Values for function: " << F.getName() << "\n"; 185 PhiValues &PI = AM.getResult<PhiValuesAnalysis>(F); 186 for (const BasicBlock &BB : F) 187 for (const PHINode &PN : BB.phis()) 188 PI.getValuesForPhi(&PN); 189 PI.print(OS); 190 return PreservedAnalyses::all(); 191 } 192 193 PhiValuesWrapperPass::PhiValuesWrapperPass() : FunctionPass(ID) { 194 initializePhiValuesWrapperPassPass(*PassRegistry::getPassRegistry()); 195 } 196 197 bool PhiValuesWrapperPass::runOnFunction(Function &F) { 198 Result.reset(new PhiValues(F)); 199 return false; 200 } 201 202 void PhiValuesWrapperPass::releaseMemory() { 203 Result->releaseMemory(); 204 } 205 206 void PhiValuesWrapperPass::getAnalysisUsage(AnalysisUsage &AU) const { 207 AU.setPreservesAll(); 208 } 209 210 char PhiValuesWrapperPass::ID = 0; 211 212 INITIALIZE_PASS(PhiValuesWrapperPass, "phi-values", "Phi Values Analysis", false, 213 true) 214