old-cross-binutils/gdb/gnulib/import/m4/exponentl.m4
Will Newton 88b4890352 gdb/gnulib: Import frexpl.
gdb/ChangeLog:

2013-06-21  Will Newton  <will.newton@linaro.org>

	* gnulib/update-gnulib.sh(IMPORTED_GNULIB_MODULES): Add frexpl.
	* gnulib/aclocal.m4: Regenerate.
	* gnulib/config.in: Regenerate.
	* gnulib/configure: Regenerate.
	* gnulib/import/Makefile.am: Update.
	* gnulib/import/Makefile.in: Update.
	* gnulib/import/m4/gnulib-cache.m4: Update.
	* gnulib/import/m4/gnulib-comp.m4: Update.
	* gnulib/import/float+.h: Import.
	* gnulib/import/float.c: Import.
	* gnulib/import/float.in.h: Import.
	* gnulib/import/fpucw.h: Import.
	* gnulib/import/frexp.c: Import.
	* gnulib/import/frexpl.c: Import.
	* gnulib/import/isnan.c: Import.
	* gnulib/import/isnand-nolibm.h: Import.
	* gnulib/import/isnand.c: Import.
	* gnulib/import/isnanl-nolibm.h: Import.
	* gnulib/import/isnanl.c: Import.
	* gnulib/import/itold.c: Import.
	* gnulib/import/m4/exponentd.m4: Import.
	* gnulib/import/m4/exponentl.m4: Import.
	* gnulib/import/m4/float_h.m4: Import.
	* gnulib/import/m4/fpieee.m4: Import.
	* gnulib/import/m4/frexp.m4: Import.
	* gnulib/import/m4/frexpl.m4: Import.
	* gnulib/import/m4/isnand.m4: Import.
	* gnulib/import/m4/isnanl.m4: Import.
	* gnulib/import/m4/math_h.m4: Import.
	* gnulib/import/math.c: Import.
	* gnulib/import/math.in.h: Import.
2013-06-21 16:17:02 +00:00

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Text

# exponentl.m4 serial 3
dnl Copyright (C) 2007-2012 Free Software Foundation, Inc.
dnl This file is free software; the Free Software Foundation
dnl gives unlimited permission to copy and/or distribute it,
dnl with or without modifications, as long as this notice is preserved.
AC_DEFUN([gl_LONG_DOUBLE_EXPONENT_LOCATION],
[
AC_REQUIRE([gl_BIGENDIAN])
AC_CACHE_CHECK([where to find the exponent in a 'long double'],
[gl_cv_cc_long_double_expbit0],
[
AC_RUN_IFELSE(
[AC_LANG_SOURCE([[
#include <float.h>
#include <stddef.h>
#include <stdio.h>
#include <string.h>
#define NWORDS \
((sizeof (long double) + sizeof (unsigned int) - 1) / sizeof (unsigned int))
typedef union { long double value; unsigned int word[NWORDS]; }
memory_long_double;
static unsigned int ored_words[NWORDS];
static unsigned int anded_words[NWORDS];
static void add_to_ored_words (long double x)
{
memory_long_double m;
size_t i;
/* Clear it first, in case
sizeof (long double) < sizeof (memory_long_double). */
memset (&m, 0, sizeof (memory_long_double));
m.value = x;
for (i = 0; i < NWORDS; i++)
{
ored_words[i] |= m.word[i];
anded_words[i] &= m.word[i];
}
}
int main ()
{
size_t j;
FILE *fp = fopen ("conftest.out", "w");
if (fp == NULL)
return 1;
for (j = 0; j < NWORDS; j++)
anded_words[j] = ~ (unsigned int) 0;
add_to_ored_words (0.25L);
add_to_ored_words (0.5L);
add_to_ored_words (1.0L);
add_to_ored_words (2.0L);
add_to_ored_words (4.0L);
/* Remove bits that are common (e.g. if representation of the first mantissa
bit is explicit). */
for (j = 0; j < NWORDS; j++)
ored_words[j] &= ~anded_words[j];
/* Now find the nonzero word. */
for (j = 0; j < NWORDS; j++)
if (ored_words[j] != 0)
break;
if (j < NWORDS)
{
size_t i;
for (i = j + 1; i < NWORDS; i++)
if (ored_words[i] != 0)
{
fprintf (fp, "unknown");
return (fclose (fp) != 0);
}
for (i = 0; ; i++)
if ((ored_words[j] >> i) & 1)
{
fprintf (fp, "word %d bit %d", (int) j, (int) i);
return (fclose (fp) != 0);
}
}
fprintf (fp, "unknown");
return (fclose (fp) != 0);
}
]])],
[gl_cv_cc_long_double_expbit0=`cat conftest.out`],
[gl_cv_cc_long_double_expbit0="unknown"],
[
dnl When cross-compiling, we don't know. It depends on the
dnl ABI and compiler version. There are too many cases.
gl_cv_cc_long_double_expbit0="unknown"
])
rm -f conftest.out
])
case "$gl_cv_cc_long_double_expbit0" in
word*bit*)
word=`echo "$gl_cv_cc_long_double_expbit0" | sed -e 's/word //' -e 's/ bit.*//'`
bit=`echo "$gl_cv_cc_long_double_expbit0" | sed -e 's/word.*bit //'`
AC_DEFINE_UNQUOTED([LDBL_EXPBIT0_WORD], [$word],
[Define as the word index where to find the exponent of 'long double'.])
AC_DEFINE_UNQUOTED([LDBL_EXPBIT0_BIT], [$bit],
[Define as the bit index in the word where to find bit 0 of the exponent of 'long double'.])
;;
esac
])