Commit Graph

7 Commits

Author SHA1 Message Date
Whitney Tsang 1006ac3963 [LoopNest] Consider loop nest with inner loop guard using outer loop
induction variable to be perfect

This patch allow more conditional branches to be considered as loop
guard, and so more loop nests can be considered perfect.

Reviewed By: bmahjour, sidbav

Differential Revision: https://reviews.llvm.org/D94717
2021-05-07 16:04:18 +00:00
Whitney Tsang c005518936 [LoopNest] Allow empty basic blocks without loops
Allow loop nests with empty basic blocks without loops in different
levels as perfect.

Reviewers: Meinersbur

Differential Revision: https://reviews.llvm.org/D93665
2021-01-05 15:09:38 +00:00
Whitney Tsang de6d43f16c Revert "[LoopNest] Allow empty basic blocks without loops"
This reverts commit 9a17bff4f7.
2021-01-04 20:42:21 +00:00
Whitney Tsang 9a17bff4f7 [LoopNest] Allow empty basic blocks without loops
Allow loop nests with empty basic blocks without loops in different
levels as perfect.

Reviewers: Meinersbur

Differential Revision: https://reviews.llvm.org/D93665
2021-01-04 19:59:50 +00:00
Whitney Tsang c84532a70a [LoopNest]: Analysis to discover properties of a loop nest.
Summary: This patch adds an analysis pass to collect loop nests and
summarize properties of the nest (e.g the nest depth, whether the nest
is perfect, what's the innermost loop, etc...).

The motivation for this patch was discussed at the latest meeting of the
LLVM loop group (https://ibm.box.com/v/llvm-loop-nest-analysis) where we
discussed
the unimodular loop transformation framework ( “A Loop Transformation
Theory and an Algorithm to Maximize Parallelism”, Michael E. Wolf and
Monica S. Lam, IEEE TPDS, October 1991). The unimodular framework
provides a convenient way to unify legality checking and code generation
for several loop nest transformations (e.g. loop reversal, loop
interchange, loop skewing) and their compositions. Given that the
unimodular framework is applicable to perfect loop nests this is one
property of interest we expose in this analysis. Several other utility
functions are also provided. In the future other properties of interest
can be added in a centralized place.
Authored By: etiotto
Reviewer: Meinersbur, bmahjour, kbarton, Whitney, dmgreen, fhahn,
reames, hfinkel, jdoerfert, ppc-slack
Reviewed By: Meinersbur
Subscribers: bryanpkc, ppc-slack, mgorny, hiraditya, llvm-commits
Tag: LLVM
Differential Revision: https://reviews.llvm.org/D68789
2020-03-03 18:25:19 +00:00
Whitney Tsang 613f791131 Revert "[LoopNest]: Analysis to discover properties of a loop nest."
This reverts commit 3a063d68e3.

Broke the build with modules enabled:
http://green.lab.llvm.org/green/job/lldb-cmake/10655/console .
2020-03-03 14:07:49 +00:00
Whitney Tsang 3a063d68e3 [LoopNest]: Analysis to discover properties of a loop nest.
Summary: This patch adds an analysis pass to collect loop nests and
summarize properties of the nest (e.g the nest depth, whether the nest
is perfect, what's the innermost loop, etc...).

The motivation for this patch was discussed at the latest meeting of the
LLVM loop group (https://ibm.box.com/v/llvm-loop-nest-analysis) where we
discussed
the unimodular loop transformation framework ( “A Loop Transformation
Theory and an Algorithm to Maximize Parallelism”, Michael E. Wolf and
Monica S. Lam, IEEE TPDS, October 1991). The unimodular framework
provides a convenient way to unify legality checking and code generation
for several loop nest transformations (e.g. loop reversal, loop
interchange, loop skewing) and their compositions. Given that the
unimodular framework is applicable to perfect loop nests this is one
property of interest we expose in this analysis. Several other utility
functions are also provided. In the future other properties of interest
can be added in a centralized place.
Authored By: etiotto
Reviewer: Meinersbur, bmahjour, kbarton, Whitney, dmgreen, fhahn,
reames, hfinkel, jdoerfert, ppc-slack
Reviewed By: Meinersbur
Subscribers: bryanpkc, ppc-slack, mgorny, hiraditya, llvm-commits
Tag: LLVM
Differential Revision: https://reviews.llvm.org/D68789
2020-03-03 13:25:28 +00:00