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authorJakub Jelinek <jakub@redhat.com>2024-03-26 11:21:38 +0100
committerJakub Jelinek <jakub@redhat.com>2024-03-26 11:21:38 +0100
commitc4f2c84e8fa369856aee76679590eb613724bfb0 (patch)
tree204173b5933e8f950953edc8a9ca2c0478beb72d /gcc/fold-const.cc
parent471967ab8b4c49338ba77defbe24b06cc51c0093 (diff)
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fold-const: Punt on MULT_EXPR in extract_muldiv MIN/MAX_EXPR case [PR111151]
As I've tried to explain in the comments, the extract_muldiv_1 MIN/MAX_EXPR optimization is wrong for code == MULT_EXPR. If the multiplication is done in unsigned type or in signed type with -fwrapv, it is fairly obvious that max (a, b) * c in many cases isn't equivalent to max (a * c, b * c) (or min if c is negative) due to overflows, but even for signed with undefined overflow, the optimization could turn something without UB in it (where say a * c invokes UB, but max (or min) picks the other operand where b * c doesn't). As for division/modulo, I think it is in most cases safe, except if the problematic INT_MIN / -1 case could be triggered, but we can just punt for MAX_EXPR because for MIN_EXPR if one operand is INT_MIN, we'd pick that operand already. It is just for completeness, match.pd already has an optimization which turns x / -1 into -x, so the division by zero is mostly theoretical. That is also why in the testcase the i case isn't actually miscompiled without the patch, while the c and f cases are. 2024-03-26 Jakub Jelinek <jakub@redhat.com> PR middle-end/111151 * fold-const.cc (extract_muldiv_1) <case MAX_EXPR>: Punt for MULT_EXPR altogether, or for MAX_EXPR if c is -1. * gcc.c-torture/execute/pr111151.c: New test.
Diffstat (limited to 'gcc/fold-const.cc')
-rw-r--r--gcc/fold-const.cc21
1 files changed, 21 insertions, 0 deletions
diff --git a/gcc/fold-const.cc b/gcc/fold-const.cc
index 299c22b..8960e52 100644
--- a/gcc/fold-const.cc
+++ b/gcc/fold-const.cc
@@ -7104,6 +7104,27 @@ extract_muldiv_1 (tree t, tree c, enum tree_code code, tree wide_type,
if (TYPE_UNSIGNED (ctype) != TYPE_UNSIGNED (type))
break;
+ /* Punt for multiplication altogether.
+ MAX (1U + INT_MAX, 1U) * 2U is not equivalent to
+ MAX ((1U + INT_MAX) * 2U, 1U * 2U), the former is
+ 0U, the latter is 2U.
+ MAX (INT_MIN / 2, 0) * -2 is not equivalent to
+ MIN (INT_MIN / 2 * -2, 0 * -2), the former is
+ well defined 0, the latter invokes UB.
+ MAX (INT_MIN / 2, 5) * 5 is not equivalent to
+ MAX (INT_MIN / 2 * 5, 5 * 5), the former is
+ well defined 25, the latter invokes UB. */
+ if (code == MULT_EXPR)
+ break;
+ /* For division/modulo, punt on c being -1 for MAX, as
+ MAX (INT_MIN, 0) / -1 is not equivalent to
+ MIN (INT_MIN / -1, 0 / -1), the former is well defined
+ 0, the latter invokes UB (or for -fwrapv is INT_MIN).
+ MIN (INT_MIN, 0) / -1 already invokes UB, so the
+ transformation won't make it worse. */
+ else if (tcode == MAX_EXPR && integer_minus_onep (c))
+ break;
+
/* MIN (a, b) / 5 -> MIN (a / 5, b / 5) */
sub_strict_overflow_p = false;
if ((t1 = extract_muldiv (op0, c, code, wide_type,