Mercurial > hg > octave-nkf > gnulib-hg
view m4/sqrtl.m4 @ 17729:874a5cc03904
test-userspec: don't look up numeric user names
* tests/test-userspec.c: I found a system for which getpwnam("0")
returned a pointer to a non-root user's entry, and that made the
test fail.
(T): Prefix each numeric input with "+", to inhibit lookup.
author | Jim Meyering <meyering@fb.com> |
---|---|
date | Fri, 18 Jul 2014 14:16:44 -0700 |
parents | 344018b6e5d7 |
children | ab58d4870664 |
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# sqrtl.m4 serial 9 dnl Copyright (C) 2010-2014 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_FUNC_SQRTL], [ AC_REQUIRE([gl_MATH_H_DEFAULTS]) AC_REQUIRE([gl_LONG_DOUBLE_VS_DOUBLE]) dnl Persuade glibc <math.h> to declare sqrtl(). AC_REQUIRE([gl_USE_SYSTEM_EXTENSIONS]) SQRTL_LIBM= AC_CACHE_CHECK([whether sqrtl() can be used without linking with libm], [gl_cv_func_sqrtl_no_libm], [ AC_LINK_IFELSE( [AC_LANG_PROGRAM( [[#ifndef __NO_MATH_INLINES # define __NO_MATH_INLINES 1 /* for glibc */ #endif #include <math.h> long double (*funcptr) (long double) = sqrtl; long double x;]], [[return funcptr (x) > 0.4 || sqrtl (x) > 0.4;]])], [gl_cv_func_sqrtl_no_libm=yes], [gl_cv_func_sqrtl_no_libm=no]) ]) if test $gl_cv_func_sqrtl_no_libm = no; then AC_CACHE_CHECK([whether sqrtl() can be used with libm], [gl_cv_func_sqrtl_in_libm], [ save_LIBS="$LIBS" LIBS="$LIBS -lm" AC_LINK_IFELSE( [AC_LANG_PROGRAM( [[#ifndef __NO_MATH_INLINES # define __NO_MATH_INLINES 1 /* for glibc */ #endif #include <math.h> long double (*funcptr) (long double) = sqrtl; long double x;]], [[return funcptr (x) > 0.4 || sqrtl (x) > 0.4;]])], [gl_cv_func_sqrtl_in_libm=yes], [gl_cv_func_sqrtl_in_libm=no]) LIBS="$save_LIBS" ]) if test $gl_cv_func_sqrtl_in_libm = yes; then SQRTL_LIBM=-lm fi fi if test $gl_cv_func_sqrtl_no_libm = yes \ || test $gl_cv_func_sqrtl_in_libm = yes; then dnl Also check whether it's declared. dnl Mac OS X 10.3 has sqrtl() in libc but doesn't declare it in <math.h>. AC_CHECK_DECL([sqrtl], , [HAVE_DECL_SQRTL=0], [[#include <math.h>]]) save_LIBS="$LIBS" LIBS="$LIBS $SQRTL_LIBM" gl_FUNC_SQRTL_WORKS LIBS="$save_LIBS" case "$gl_cv_func_sqrtl_works" in *yes) ;; *) REPLACE_SQRTL=1 ;; esac else HAVE_DECL_SQRTL=0 HAVE_SQRTL=0 fi if test $HAVE_SQRTL = 0 || test $REPLACE_SQRTL = 1; then dnl Find libraries needed to link lib/sqrtl.c. if test $HAVE_SAME_LONG_DOUBLE_AS_DOUBLE = 1; then AC_REQUIRE([gl_FUNC_SQRT]) SQRTL_LIBM="$SQRT_LIBM" else AC_REQUIRE([gl_FUNC_ISNANL]) AC_REQUIRE([gl_FUNC_FREXPL]) AC_REQUIRE([gl_FUNC_LDEXPL]) AC_REQUIRE([gl_FUNC_SQRT]) dnl Append $ISNANL_LIBM to SQRTL_LIBM, avoiding gratuitous duplicates. case " $SQRTL_LIBM " in *" $ISNANL_LIBM "*) ;; *) SQRTL_LIBM="$SQRTL_LIBM $ISNANL_LIBM" ;; esac dnl Append $FREXPL_LIBM to SQRTL_LIBM, avoiding gratuitous duplicates. case " $SQRTL_LIBM " in *" $FREXPL_LIBM "*) ;; *) SQRTL_LIBM="$SQRTL_LIBM $FREXPL_LIBM" ;; esac dnl Append $LDEXPL_LIBM to SQRTL_LIBM, avoiding gratuitous duplicates. case " $SQRTL_LIBM " in *" $LDEXPL_LIBM "*) ;; *) SQRTL_LIBM="$SQRTL_LIBM $LDEXPL_LIBM" ;; esac dnl Append $SQRT_LIBM to SQRTL_LIBM, avoiding gratuitous duplicates. case " $SQRTL_LIBM " in *" $SQRT_LIBM "*) ;; *) SQRTL_LIBM="$SQRTL_LIBM $SQRT_LIBM" ;; esac fi fi AC_SUBST([SQRTL_LIBM]) ]) dnl Test whether sqrtl() works. dnl On OpenBSD 5.1/SPARC, sqrtl(8.1974099812331540680810141969554806865L) has dnl rounding errors that eat up the last 8 to 9 decimal digits. AC_DEFUN([gl_FUNC_SQRTL_WORKS], [ AC_REQUIRE([AC_PROG_CC]) AC_REQUIRE([AC_CANONICAL_HOST]) dnl for cross-compiles AC_CACHE_CHECK([whether sqrtl works], [gl_cv_func_sqrtl_works], [ AC_RUN_IFELSE( [AC_LANG_SOURCE([[ #include <float.h> #include <math.h> #ifndef sqrtl /* for AIX */ extern #ifdef __cplusplus "C" #endif long double sqrtl (long double); #endif static long double my_ldexpl (long double x, int d) { for (; d > 0; d--) x *= 2.0L; for (; d < 0; d++) x *= 0.5L; return x; } volatile long double x; volatile long double y; long double z; int main () { x = 8.1974099812331540680810141969554806865L; y = sqrtl (x); z = y * y - x; z = my_ldexpl (z, LDBL_MANT_DIG); if (z < 0) z = - z; if (z > 100.0L) return 1; return 0; } ]])], [gl_cv_func_sqrtl_works=yes], [gl_cv_func_sqrtl_works=no], [case "$host_os" in openbsd*) gl_cv_func_sqrtl_works="guessing no";; *) gl_cv_func_sqrtl_works="guessing yes";; esac ]) ]) ])