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author | Eric Botcazou <ebotcazou@adacore.com> | 2020-08-18 16:04:09 +0200 |
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committer | Pierre-Marie de Rodat <derodat@adacore.com> | 2020-10-22 08:11:22 -0400 |
commit | ea56c18c501657906e72a693dba7775b2f39a004 (patch) | |
tree | 41666c1e4a87a9fa9829ddbf8328e9a59adf1565 /gcc/ada/gnat_rm.texi | |
parent | 903275965921f6f63519f07b4f82467ee39160a1 (diff) | |
download | gcc-ea56c18c501657906e72a693dba7775b2f39a004.zip gcc-ea56c18c501657906e72a693dba7775b2f39a004.tar.gz gcc-ea56c18c501657906e72a693dba7775b2f39a004.tar.bz2 |
[Ada] Minor fixes in GNAT RM
gcc/ada/
* doc/gnat_rm/implementation_defined_characteristics.rst: Minor
fixes.
* gnat_rm.texi: Regenerate.
Diffstat (limited to 'gcc/ada/gnat_rm.texi')
-rw-r--r-- | gcc/ada/gnat_rm.texi | 7 |
1 files changed, 3 insertions, 4 deletions
diff --git a/gcc/ada/gnat_rm.texi b/gcc/ada/gnat_rm.texi index e5ea2e0..88e2479 100644 --- a/gcc/ada/gnat_rm.texi +++ b/gcc/ada/gnat_rm.texi @@ -15379,8 +15379,7 @@ Manual, and are summarized in Annex M. A requirement for conforming Ada compilers is that they provide documentation describing how the implementation deals with each of these issues. In this chapter you will find each point in Annex M listed, -followed by a description of how GNAT -handles the implementation dependence. +followed by a description of how GNAT handles the implementation dependence. You can use this chapter as a guide to minimizing implementation dependent features in your programs if portability to other compilers @@ -15681,7 +15680,7 @@ supported for fixed point types. See 3.5.9(10)." Any combinations are permitted that do not result in a small less than @code{Fine_Delta} and do not result in a mantissa larger than 63 bits. If the mantissa is larger than 53 bits on machines where Long_Long_Float -is 64 bits (true of all architectures except ia32), then the output from +is 64 bits (true of all architectures except x86), then the output from Text_IO is accurate to only 53 bits, rather than the full mantissa. This is because floating-point conversions are used to convert fixed point. @@ -17505,7 +17504,7 @@ perfect result set. See G.2.3(22)." The result is only defined to be in the perfect result set if the result can be computed by a single scaling operation involving a scale factor -representable in 64-bits. +representable in 64 bits. @itemize * |