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author | Jeremy Evans <code@jeremyevans.net> | 2022-07-03 09:42:44 -0700 |
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committer | Jeremy Evans <code@jeremyevans.net> | 2022-07-03 09:42:44 -0700 |
commit | fe6245b4309c855e6aca5b786ad50a72d53d278a (patch) | |
tree | 0882a33e2c0b1de50151c8bf6ffb95e7e98fec0c /internal | |
parent | cd34f56d450f2310cceaf4c5f34d23eddfda58e8 (diff) |
Fix rb_fix_mul_fix on OpenBSD/mips64
This fixes invalid and inconsistent results for the Fixnum*Fixnum case
where the result of the multiplication does not fit in 64-bit
on OpenBSD/mips64. For example:
$ for x in 1 23; do ruby31 -e 'p(54306000000000*86400)'; done
14409380628474329524
11410664325873689790
Cases where an argument was Bignum, as well as cases where the result
of the multiplication fits in 64-bit are fine:
$ for x in 1 23; do ruby31 -e 'p(54306000*86400)'; done
4692038400000
4692038400000
$ for x in 1 23; do ruby31 -e 'p(5430600000000000000000*86400)'; done
469203840000000000000000000
469203840000000000000000000
This was originally discovered by running the tests for the openssl gem
on OpenBSD/mips64 and having one test fail for a date far in the future.
I eventually traced this to the generic multiplication issue.
The underlying cause is using the int128_t type. This avoids use of the
int128_t type in this case, falling back to the slower conversion code,
which in the overflow case, turns the Fixnums into Bignums, then
performs the multiplication.
Diffstat (limited to 'internal')
-rw-r--r-- | internal/fixnum.h | 2 |
1 files changed, 1 insertions, 1 deletions
diff --git a/internal/fixnum.h b/internal/fixnum.h index cdb60ee1ff..8c251adef1 100644 --- a/internal/fixnum.h +++ b/internal/fixnum.h @@ -18,7 +18,7 @@ #if HAVE_LONG_LONG && SIZEOF_LONG * 2 <= SIZEOF_LONG_LONG # define DLONG LONG_LONG # define DL2NUM(x) LL2NUM(x) -#elif defined(HAVE_INT128_T) +#elif defined(HAVE_INT128_T) && !(defined(__OpenBSD__) && defined(__mips64__)) # define DLONG int128_t # define DL2NUM(x) (RB_FIXABLE(x) ? LONG2FIX(x) : rb_int128t2big(x)) VALUE rb_int128t2big(int128_t n); /* in bignum.c */ |