This patch replaces usage of FlatAffineConstraints in Simplex with
IntegerPolyhedron. This removes dependency of Simplex on FlatAffineConstraints
and puts it on IntegerPolyhedron, which is part of Presburger library.
Reviewed By: arjunp
Differential Revision: https://reviews.llvm.org/D116287
When subtracting `b \ c`, when there are divisions in `c`, these division
constraints get added to `b`. `b` must be restored to its original state
when returning, but these added divisions constraints were not removed in
one of the return paths. This patch fixes this and deduplicates the
restoration logic by encapuslating it in a lambda `restoreState`. The patch
also includes a regression test for the bug fix.
Reviewed By: Groverkss
Differential Revision: https://reviews.llvm.org/D115577
This patch provides functionality for simplifying `PresburgerSet`s by checking if any `FlatAffineConstraints` in the set is contained in another, and removing such redundant FACs.
This is part of a series of patches to provide functionality for [integer set coalescing](http://impact.gforge.inria.fr/impact2015/papers/impact2015-verdoolaege.pdf) in MLIR.
Reviewed By: arjunp
Differential Revision: https://reviews.llvm.org/D110617
This patch extends the existing functionality of computing an explicit
representation for local variables, to also get the explicit representation,
instead of only the inequality pairs.
This is required for a future patch to remove redundant local ids based on
their explicit representation.
Reviewed By: arjunp
Differential Revision: https://reviews.llvm.org/D113814
Add support for intersecting, subtracting, complementing and checking equality of sets having divisions.
Reviewed By: bondhugula
Differential Revision: https://reviews.llvm.org/D110138
Symbols are now supported in the integer emptiness check. Remove some outdated assertions checking that there are no symbols.
Reviewed By: ftynse
Differential Revision: https://reviews.llvm.org/D100327
This patch adds support for checking if two PresburgerSets are equal. In particular, one can check if two FlatAffineConstraints are equal by constructing PrebsurgerSets from them and comparing these.
Reviewed By: ftynse
Differential Revision: https://reviews.llvm.org/D94915
Subtraction is a foundational arithmetic operation that is often used when computing, for example, data transfer sets or cache hits. Since the result of subtraction need not be a convex polytope, a new class `PresburgerSet` is introduced to represent unions of convex polytopes.
Reviewed By: ftynse, bondhugula
Differential Revision: https://reviews.llvm.org/D87068
