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authorVladimír Čunát <vcunat@gmail.com>2016-01-04 02:03:07 +0000
committerSandra Loosemore <sandra@gcc.gnu.org>2016-01-03 21:03:07 -0500
commitdb750ef997aa9bb8bc33d95420b13fe76240eaf7 (patch)
tree3702ca360f7cb5a404d456b8a442a96639f6991c /gcc
parent99a385240aa5442ef0745e7b56eb1bc896fa4126 (diff)
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invoke.texi (RS/6000 and PowerPC Options): Fix -finite-math typo.
2016-01-03 Vladimír Čunát <vcunat@gmail.com> gcc/ * doc/invoke.texi (RS/6000 and PowerPC Options): Fix -finite-math typo. (x86 Options): Likewise. From-SVN: r232046
Diffstat (limited to 'gcc')
-rw-r--r--gcc/ChangeLog6
-rw-r--r--gcc/doc/invoke.texi4
2 files changed, 8 insertions, 2 deletions
diff --git a/gcc/ChangeLog b/gcc/ChangeLog
index 23ce209..360c282 100644
--- a/gcc/ChangeLog
+++ b/gcc/ChangeLog
@@ -1,3 +1,9 @@
+2016-01-03 Vladimír Čunát <vcunat@gmail.com>
+
+ * doc/invoke.texi (RS/6000 and PowerPC Options): Fix
+ -finite-math typo.
+ (x86 Options): Likewise.
+
2016-01-01 Sandra Loosemore <sandra@codesourcery.com>
PR 1078
diff --git a/gcc/doc/invoke.texi b/gcc/doc/invoke.texi
index 642b128..57a39bb 100644
--- a/gcc/doc/invoke.texi
+++ b/gcc/doc/invoke.texi
@@ -20374,7 +20374,7 @@ Newton-Raphson steps to increase precision instead of doing a divide or
square root and divide for floating-point arguments. You should use
the @option{-ffast-math} option when using @option{-mrecip} (or at
least @option{-funsafe-math-optimizations},
-@option{-finite-math-only}, @option{-freciprocal-math} and
+@option{-ffinite-math-only}, @option{-freciprocal-math} and
@option{-fno-trapping-math}). Note that while the throughput of the
sequence is generally higher than the throughput of the non-reciprocal
instruction, the precision of the sequence can be decreased by up to 2
@@ -23366,7 +23366,7 @@ to increase precision instead of @code{DIVSS} and @code{SQRTSS}
(and their vectorized
variants) for single-precision floating-point arguments. These instructions
are generated only when @option{-funsafe-math-optimizations} is enabled
-together with @option{-finite-math-only} and @option{-fno-trapping-math}.
+together with @option{-ffinite-math-only} and @option{-fno-trapping-math}.
Note that while the throughput of the sequence is higher than the throughput
of the non-reciprocal instruction, the precision of the sequence can be
decreased by up to 2 ulp (i.e. the inverse of 1.0 equals 0.99999994).