A class for computing basic dominance information. More...
#include "mlir/IR/Dominance.h"
Inheritance diagram for mlir::DominanceInfo:
Public Member Functions | |
| bool | properlyDominates (Operation *a, Operation *b, bool enclosingOpOk=true) const |
| Return true if operation A properly dominates operation B, i.e. More... | |
| bool | dominates (Operation *a, Operation *b) const |
| Return true if operation A dominates operation B, i.e. More... | |
| bool | properlyDominates (Value a, Operation *b) const |
Return true if the a value properly dominates operation b, i.e if the operation that defines a properlyDominates b and the operation that defines a does not contain b. More... | |
| bool | dominates (Value a, Operation *b) const |
Return true if the a value dominates operation b. More... | |
| bool | dominates (Block *a, Block *b) const |
| Return true if the specified block A dominates block B, i.e. More... | |
| bool | properlyDominates (Block *a, Block *b) const |
| Return true if the specified block A properly dominates block B, i.e. More... | |
| Public Member Functions inherited from mlir::detail::DominanceInfoBase< false > | |
| DominanceInfoBase (Operation *op=nullptr) | |
| DominanceInfoBase (DominanceInfoBase &&)=default | |
| DominanceInfoBase (const DominanceInfoBase &)=delete | |
| DominanceInfoBase & | operator= (DominanceInfoBase &&)=default |
| DominanceInfoBase & | operator= (const DominanceInfoBase &)=delete |
| ~DominanceInfoBase () | |
| void | invalidate () |
| Invalidate dominance info. More... | |
| void | invalidate (Region *region) |
| Block * | findNearestCommonDominator (Block *a, Block *b) const |
| Finds the nearest common dominator block for the two given blocks a and b. More... | |
| Block * | findNearestCommonDominator (BlockRangeT &&blocks) const |
| Finds the nearest common dominator block for the given range of blocks. More... | |
| DominanceInfoNode * | getRootNode (Region *region) |
| Get the root dominance node of the given region. More... | |
| DominanceInfoNode * | getNode (Block *a) |
| Return the dominance node from the Region containing block A. More... | |
| bool | isReachableFromEntry (Block *a) const |
| Return true if the specified block is reachable from the entry block of its region. More... | |
| bool | hasSSADominance (Block *block) const |
| Return true if operations in the specified block are known to obey SSA dominance requirements. More... | |
| bool | hasSSADominance (Region *region) const |
| Return true if operations in the specified block are known to obey SSA dominance requirements. More... | |
| DomTree & | getDomTree (Region *region) const |
Additional Inherited Members | |
| Protected Types inherited from mlir::detail::DominanceInfoBase< false > | |
| using | super = DominanceInfoBase< IsPostDom > |
| Protected Member Functions inherited from mlir::detail::DominanceInfoBase< false > | |
| llvm::PointerIntPair< DomTree *, 1, bool > | getDominanceInfo (Region *region, bool needsDomTree) const |
| Return the dom tree and "hasSSADominance" bit for the given region. More... | |
| bool | properlyDominates (Block *a, Block *b) const |
| Return true if the specified block A properly dominates block B. More... | |
| Protected Attributes inherited from mlir::detail::DominanceInfoBase< false > | |
| DenseMap< Region *, llvm::PointerIntPair< DomTree *, 1, bool > > | dominanceInfos |
| A mapping of regions to their base dominator tree and a cached "hasSSADominance" bit. More... | |
Detailed Description
A class for computing basic dominance information.
Note that this class is aware of different types of regions and returns a region-kind specific concept of dominance. See RegionKindInterface.
Definition at line 136 of file Dominance.h.
Member Function Documentation
◆ dominates() [1/3]
Return true if the specified block A dominates block B, i.e.
if block A and block B are the same block or block A properly dominates block B.
Definition at line 172 of file Dominance.h.
◆ dominates() [2/3]
Return true if operation A dominates operation B, i.e.
if A and B are the same operation or A properly dominates B.
Definition at line 156 of file Dominance.h.
Referenced by forwardStoreToLoad(), loadCSE(), mlir::memref::multiBuffer(), replaceForAllWithNewSignature(), and transformToReduceLoop().
◆ dominates() [3/3]
Return true if the a value dominates operation b.
Definition at line 166 of file Dominance.h.
References mlir::Value::getDefiningOp().
◆ properlyDominates() [1/3]
Return true if the specified block A properly dominates block B, i.e.
: if block A contains block B, or if the region which contains block A also contains block B or some parent of block B and block A dominates that block in that kind of region. In an SSACFG region, block A dominates block B if all control flow paths from the entry block to block B flow through block A. In a Graph region, all blocks dominate all other blocks.
Definition at line 182 of file Dominance.h.
◆ properlyDominates() [2/3]
|
inline |
Return true if operation A properly dominates operation B, i.e.
if A and B are in the same block and A properly dominates B within the block, or if the block that contains A properly dominates the block that contains B. In an SSACFG region, Operation A dominates Operation B in the same block if A preceeds B. In a Graph region, all operations in a block dominate all other operations in the same block.
The enclosingOpOk flag says whether we should return true if the B op is enclosed by a region on A.
Definition at line 149 of file Dominance.h.
Referenced by fuseIfLegal(), happensBefore(), mlir::linalg::hoistRedundantVectorTransfers(), isOpSibling(), and neededValuesDominateInsertionPoint().
◆ properlyDominates() [3/3]
Return true if the a value properly dominates operation b, i.e if the operation that defines a properlyDominates b and the operation that defines a does not contain b.
Definition at line 312 of file Dominance.cpp.
References mlir::Operation::getBlock(), and mlir::Value::getDefiningOp().
The documentation for this class was generated from the following files:
- include/mlir/IR/Dominance.h
- lib/IR/Dominance.cpp
