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Reduce the number of non-trivial domtree queries by about 1% when
compiling sqlite3, by only doing dom queries after the cheap check rather than interleaved with it. git-svn-id: https://llvm.org/svn/llvm-project/llvm/trunk@149836 91177308-0d34-0410-b5e6-96231b3b80d8
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@ -1996,28 +1996,30 @@ static bool isOnlyReachableViaThisEdge(BasicBlock *Src, BasicBlock *Dst,
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DominatorTree *DT) {
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// First off, there must not be more than one edge from Src to Dst, there
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// should be exactly one. So keep track of the number of times Src occurs
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// as a predecessor of Dst and fail if it's more than once. Secondly, any
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// other predecessors of Dst should be dominated by Dst (see logic below).
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// as a predecessor of Dst and fail if it's more than once.
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bool SawEdgeFromSrc = false;
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for (pred_iterator PI = pred_begin(Dst), PE = pred_end(Dst); PI != PE; ++PI) {
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BasicBlock *Pred = *PI;
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if (Pred == Src) {
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// An edge from Src to Dst.
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if (SawEdgeFromSrc)
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// There are multiple edges from Src to Dst - fail.
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return false;
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SawEdgeFromSrc = true;
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if (*PI != Src)
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continue;
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}
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// If the predecessor is not dominated by Dst, then it must be possible to
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// reach it either without passing through Src (and thus not via the edge)
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// or by passing through Src but taking a different edge out of Src. Either
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// way it is possible to reach Dst without passing via the edge, so fail.
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if (!DT->dominates(Dst, *PI))
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// An edge from Src to Dst.
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if (SawEdgeFromSrc)
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// There are multiple edges from Src to Dst - fail.
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return false;
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SawEdgeFromSrc = true;
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}
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assert(SawEdgeFromSrc && "No edge between these basic blocks!");
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// Secondly, any other predecessors of Dst should be dominated by Dst. If the
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// predecessor is not dominated by Dst, then it must be possible to reach it
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// either without passing through Src (thus not via the edge) or by passing
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// through Src but taking a different edge out of Src. Either way Dst can be
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// reached without passing via the edge, so fail.
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for (pred_iterator PI = pred_begin(Dst), PE = pred_end(Dst); PI != PE; ++PI) {
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BasicBlock *Pred = *PI;
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if (Pred != Src && !DT->dominates(Dst, Pred))
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return false;
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}
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// Every path from the entry block to Dst must at some point pass to Dst from
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// a predecessor that is not dominated by Dst. This predecessor can only be
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// Src, since all others are dominated by Dst. As there is only one edge from
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