Commit Graph

4 Commits

Author SHA1 Message Date
Arthur Eubanks feeed16a5f [NewPM][BasicAA] basicaa -> basic-aa in Analysis/BasicAA
Following https://reviews.llvm.org/D82607.

Reviewed By: ychen

Differential Revision: https://reviews.llvm.org/D82683
2020-06-26 14:58:01 -07:00
Shiva Chen c84e77aeae [BasicAA] Return MayAlias for the pointer plus variable offset to
structure object member

Differential Revision: https://reviews.llvm.org/D45510

llvm-svn: 330106
2018-04-16 01:58:39 +00:00
Michael Kuperstein ae21491819 [BasicAA] Extend inbound GEP negative offset logic to GlobalVariables
r270777 improved the precision of alloca vs. inbounbds GEP alias queries: if
we have (a) an inbounds GEP and (b) a pointer based on an alloca, and the
beginning of the object the GEP points to would have a negative offset with
respect to the alloca, then the GEP can not alias pointer (b).

This makes the same logic fire when (b) is based on a GlobalVariable instead
of an alloca.

Differential Revision: http://reviews.llvm.org/D20652

llvm-svn: 270893
2016-05-26 19:30:49 +00:00
Michael Kuperstein 82069c44ca [BasicAA] Improve precision of alloca vs. inbounds GEP alias queries
If a we have (a) a GEP and (b) a pointer based on an alloca, and the
beginning of the object the GEP points would have a negative offset with
repsect to the alloca, then the GEP can not alias pointer (b).

For example, consider code like:

struct { int f0, int f1, ...} foo;
...
foo alloca;
foo *random = bar(alloca);
int *f0 = &alloca.f0
int *f1 = &random->f1;

Which is lowered, approximately, to:
%alloca = alloca %struct.foo
%random = call %struct.foo* @random(%struct.foo* %alloca)
%f0 = getelementptr inbounds %struct, %struct.foo* %alloca, i32 0, i32 0
%f1 = getelementptr inbounds %struct, %struct.foo* %random, i32 0, i32 1

Assume %f1 and %f0 alias. Then %f1 would point into the object allocated
by %alloca. Since the %f1 GEP is inbounds, that means %random must also
point into the same object. But since %f0 points to the beginning of %alloca,
the highest %f1 can be is (%alloca + 3). This means %random can not be higher
than (%alloca - 1), and so is not inbounds, a contradiction.

Differential Revision: http://reviews.llvm.org/D20495

llvm-svn: 270777
2016-05-25 22:23:08 +00:00