summaryrefslogtreecommitdiff
path: root/gnulib/m4/math_h.m4
diff options
context:
space:
mode:
Diffstat (limited to 'gnulib/m4/math_h.m4')
-rw-r--r--gnulib/m4/math_h.m4243
1 files changed, 243 insertions, 0 deletions
diff --git a/gnulib/m4/math_h.m4 b/gnulib/m4/math_h.m4
new file mode 100644
index 00000000..e58a9e90
--- /dev/null
+++ b/gnulib/m4/math_h.m4
@@ -0,0 +1,243 @@
+# math_h.m4 serial 56
+dnl Copyright (C) 2007-2011 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_MATH_H],
+[
+ AC_REQUIRE([gl_MATH_H_DEFAULTS])
+ gl_CHECK_NEXT_HEADERS([math.h])
+ AC_REQUIRE([AC_C_INLINE])
+
+ AC_CACHE_CHECK([whether NAN macro works], [gl_cv_header_math_nan_works],
+ [AC_COMPILE_IFELSE([AC_LANG_PROGRAM([[@%:@include <math.h>]],
+ [[/* Solaris 10 has a broken definition of NAN. Other platforms
+ fail to provide NAN, or provide it only in C99 mode; this
+ test only needs to fail when NAN is provided but wrong. */
+ float f = 1.0f;
+#ifdef NAN
+ f = NAN;
+#endif
+ return f == 0;]])],
+ [gl_cv_header_math_nan_works=yes],
+ [gl_cv_header_math_nan_works=no])])
+ if test $gl_cv_header_math_nan_works = no; then
+ REPLACE_NAN=1
+ fi
+ AC_CACHE_CHECK([whether HUGE_VAL works], [gl_cv_header_math_huge_val_works],
+ [AC_COMPILE_IFELSE([AC_LANG_PROGRAM([[@%:@include <math.h>]],
+ [[/* Solaris 10 has a broken definition of HUGE_VAL. */
+ double d = HUGE_VAL;
+ return d == 0;]])],
+ [gl_cv_header_math_huge_val_works=yes],
+ [gl_cv_header_math_huge_val_works=no])])
+ if test $gl_cv_header_math_huge_val_works = no; then
+ REPLACE_HUGE_VAL=1
+ fi
+
+ dnl Check for declarations of anything we want to poison if the
+ dnl corresponding gnulib module is not in use.
+ gl_WARN_ON_USE_PREPARE([[#include <math.h>]],
+ [acosf acosl asinf asinl atanf atanl
+ ceilf ceill copysign copysignf copysignl cosf cosl coshf
+ expf expl fabsf floorf floorl fma fmaf fmal fmodf frexpf frexpl
+ ldexpf ldexpl logb logf logl log10f modff powf
+ rint rintf rintl round roundf roundl sinf sinl sinhf sqrtf sqrtl
+ tanf tanl tanhf trunc truncf truncl])
+])
+
+AC_DEFUN([gl_MATH_MODULE_INDICATOR],
+[
+ dnl Use AC_REQUIRE here, so that the default settings are expanded once only.
+ AC_REQUIRE([gl_MATH_H_DEFAULTS])
+ gl_MODULE_INDICATOR_SET_VARIABLE([$1])
+ dnl Define it also as a C macro, for the benefit of the unit tests.
+ gl_MODULE_INDICATOR_FOR_TESTS([$1])
+])
+
+AC_DEFUN([gl_MATH_H_DEFAULTS],
+[
+ GNULIB_ACOSF=0; AC_SUBST([GNULIB_ACOSF])
+ GNULIB_ACOSL=0; AC_SUBST([GNULIB_ACOSL])
+ GNULIB_ASINF=0; AC_SUBST([GNULIB_ASINF])
+ GNULIB_ASINL=0; AC_SUBST([GNULIB_ASINL])
+ GNULIB_ATANF=0; AC_SUBST([GNULIB_ATANF])
+ GNULIB_ATANL=0; AC_SUBST([GNULIB_ATANL])
+ GNULIB_ATAN2F=0; AC_SUBST([GNULIB_ATAN2F])
+ GNULIB_CEIL=0; AC_SUBST([GNULIB_CEIL])
+ GNULIB_CEILF=0; AC_SUBST([GNULIB_CEILF])
+ GNULIB_CEILL=0; AC_SUBST([GNULIB_CEILL])
+ GNULIB_COPYSIGN=0; AC_SUBST([GNULIB_COPYSIGN])
+ GNULIB_COPYSIGNF=0; AC_SUBST([GNULIB_COPYSIGNF])
+ GNULIB_COPYSIGNL=0; AC_SUBST([GNULIB_COPYSIGNL])
+ GNULIB_COSF=0; AC_SUBST([GNULIB_COSF])
+ GNULIB_COSL=0; AC_SUBST([GNULIB_COSL])
+ GNULIB_COSHF=0; AC_SUBST([GNULIB_COSHF])
+ GNULIB_EXPF=0; AC_SUBST([GNULIB_EXPF])
+ GNULIB_EXPL=0; AC_SUBST([GNULIB_EXPL])
+ GNULIB_FABSF=0; AC_SUBST([GNULIB_FABSF])
+ GNULIB_FLOOR=0; AC_SUBST([GNULIB_FLOOR])
+ GNULIB_FLOORF=0; AC_SUBST([GNULIB_FLOORF])
+ GNULIB_FLOORL=0; AC_SUBST([GNULIB_FLOORL])
+ GNULIB_FMA=0; AC_SUBST([GNULIB_FMA])
+ GNULIB_FMAF=0; AC_SUBST([GNULIB_FMAF])
+ GNULIB_FMAL=0; AC_SUBST([GNULIB_FMAL])
+ GNULIB_FMODF=0; AC_SUBST([GNULIB_FMODF])
+ GNULIB_FREXPF=0; AC_SUBST([GNULIB_FREXPF])
+ GNULIB_FREXP=0; AC_SUBST([GNULIB_FREXP])
+ GNULIB_FREXPL=0; AC_SUBST([GNULIB_FREXPL])
+ GNULIB_ISFINITE=0; AC_SUBST([GNULIB_ISFINITE])
+ GNULIB_ISINF=0; AC_SUBST([GNULIB_ISINF])
+ GNULIB_ISNAN=0; AC_SUBST([GNULIB_ISNAN])
+ GNULIB_ISNANF=0; AC_SUBST([GNULIB_ISNANF])
+ GNULIB_ISNAND=0; AC_SUBST([GNULIB_ISNAND])
+ GNULIB_ISNANL=0; AC_SUBST([GNULIB_ISNANL])
+ GNULIB_LDEXPF=0; AC_SUBST([GNULIB_LDEXPF])
+ GNULIB_LDEXPL=0; AC_SUBST([GNULIB_LDEXPL])
+ GNULIB_LOGB=0; AC_SUBST([GNULIB_LOGB])
+ GNULIB_LOGF=0; AC_SUBST([GNULIB_LOGF])
+ GNULIB_LOGL=0; AC_SUBST([GNULIB_LOGL])
+ GNULIB_LOG10F=0; AC_SUBST([GNULIB_LOG10F])
+ GNULIB_MODFF=0; AC_SUBST([GNULIB_MODFF])
+ GNULIB_POWF=0; AC_SUBST([GNULIB_POWF])
+ GNULIB_RINT=0; AC_SUBST([GNULIB_RINT])
+ GNULIB_RINTF=0; AC_SUBST([GNULIB_RINTF])
+ GNULIB_RINTL=0; AC_SUBST([GNULIB_RINTL])
+ GNULIB_ROUND=0; AC_SUBST([GNULIB_ROUND])
+ GNULIB_ROUNDF=0; AC_SUBST([GNULIB_ROUNDF])
+ GNULIB_ROUNDL=0; AC_SUBST([GNULIB_ROUNDL])
+ GNULIB_SIGNBIT=0; AC_SUBST([GNULIB_SIGNBIT])
+ GNULIB_SINF=0; AC_SUBST([GNULIB_SINF])
+ GNULIB_SINL=0; AC_SUBST([GNULIB_SINL])
+ GNULIB_SINHF=0; AC_SUBST([GNULIB_SINHF])
+ GNULIB_SQRTF=0; AC_SUBST([GNULIB_SQRTF])
+ GNULIB_SQRTL=0; AC_SUBST([GNULIB_SQRTL])
+ GNULIB_TANF=0; AC_SUBST([GNULIB_TANF])
+ GNULIB_TANL=0; AC_SUBST([GNULIB_TANL])
+ GNULIB_TANHF=0; AC_SUBST([GNULIB_TANHF])
+ GNULIB_TRUNC=0; AC_SUBST([GNULIB_TRUNC])
+ GNULIB_TRUNCF=0; AC_SUBST([GNULIB_TRUNCF])
+ GNULIB_TRUNCL=0; AC_SUBST([GNULIB_TRUNCL])
+ dnl Assume proper GNU behavior unless another module says otherwise.
+ HAVE_ACOSF=1; AC_SUBST([HAVE_ACOSF])
+ HAVE_ACOSL=1; AC_SUBST([HAVE_ACOSL])
+ HAVE_ASINF=1; AC_SUBST([HAVE_ASINF])
+ HAVE_ASINL=1; AC_SUBST([HAVE_ASINL])
+ HAVE_ATANF=1; AC_SUBST([HAVE_ATANF])
+ HAVE_ATANL=1; AC_SUBST([HAVE_ATANL])
+ HAVE_ATAN2F=1; AC_SUBST([HAVE_ATAN2F])
+ HAVE_COPYSIGN=1; AC_SUBST([HAVE_COPYSIGN])
+ HAVE_COPYSIGNF=1; AC_SUBST([HAVE_COPYSIGNF])
+ HAVE_COPYSIGNL=1; AC_SUBST([HAVE_COPYSIGNL])
+ HAVE_COSF=1; AC_SUBST([HAVE_COSF])
+ HAVE_COSL=1; AC_SUBST([HAVE_COSL])
+ HAVE_COSHF=1; AC_SUBST([HAVE_COSHF])
+ HAVE_EXPF=1; AC_SUBST([HAVE_EXPF])
+ HAVE_EXPL=1; AC_SUBST([HAVE_EXPL])
+ HAVE_FABSF=1; AC_SUBST([HAVE_FABSF])
+ HAVE_FMA=1; AC_SUBST([HAVE_FMA])
+ HAVE_FMAF=1; AC_SUBST([HAVE_FMAF])
+ HAVE_FMAL=1; AC_SUBST([HAVE_FMAL])
+ HAVE_FMODF=1; AC_SUBST([HAVE_FMODF])
+ HAVE_FREXPF=1; AC_SUBST([HAVE_FREXPF])
+ HAVE_ISNANF=1; AC_SUBST([HAVE_ISNANF])
+ HAVE_ISNAND=1; AC_SUBST([HAVE_ISNAND])
+ HAVE_ISNANL=1; AC_SUBST([HAVE_ISNANL])
+ HAVE_LDEXPF=1; AC_SUBST([HAVE_LDEXPF])
+ HAVE_LOGF=1; AC_SUBST([HAVE_LOGF])
+ HAVE_LOGL=1; AC_SUBST([HAVE_LOGL])
+ HAVE_LOG10F=1; AC_SUBST([HAVE_LOG10F])
+ HAVE_MODFF=1; AC_SUBST([HAVE_MODFF])
+ HAVE_POWF=1; AC_SUBST([HAVE_POWF])
+ HAVE_RINT=1; AC_SUBST([HAVE_RINT])
+ HAVE_RINTF=1; AC_SUBST([HAVE_RINTF])
+ HAVE_RINTL=1; AC_SUBST([HAVE_RINTL])
+ HAVE_SINF=1; AC_SUBST([HAVE_SINF])
+ HAVE_SINL=1; AC_SUBST([HAVE_SINL])
+ HAVE_SINHF=1; AC_SUBST([HAVE_SINHF])
+ HAVE_SQRTF=1; AC_SUBST([HAVE_SQRTF])
+ HAVE_SQRTL=1; AC_SUBST([HAVE_SQRTL])
+ HAVE_TANF=1; AC_SUBST([HAVE_TANF])
+ HAVE_TANL=1; AC_SUBST([HAVE_TANL])
+ HAVE_TANHF=1; AC_SUBST([HAVE_TANHF])
+ HAVE_DECL_ACOSL=1; AC_SUBST([HAVE_DECL_ACOSL])
+ HAVE_DECL_ASINL=1; AC_SUBST([HAVE_DECL_ASINL])
+ HAVE_DECL_ATANL=1; AC_SUBST([HAVE_DECL_ATANL])
+ HAVE_DECL_CEILF=1; AC_SUBST([HAVE_DECL_CEILF])
+ HAVE_DECL_CEILL=1; AC_SUBST([HAVE_DECL_CEILL])
+ HAVE_DECL_COSL=1; AC_SUBST([HAVE_DECL_COSL])
+ HAVE_DECL_EXPL=1; AC_SUBST([HAVE_DECL_EXPL])
+ HAVE_DECL_FLOORF=1; AC_SUBST([HAVE_DECL_FLOORF])
+ HAVE_DECL_FLOORL=1; AC_SUBST([HAVE_DECL_FLOORL])
+ HAVE_DECL_FREXPL=1; AC_SUBST([HAVE_DECL_FREXPL])
+ HAVE_DECL_LDEXPL=1; AC_SUBST([HAVE_DECL_LDEXPL])
+ HAVE_DECL_LOGB=1; AC_SUBST([HAVE_DECL_LOGB])
+ HAVE_DECL_LOGL=1; AC_SUBST([HAVE_DECL_LOGL])
+ HAVE_DECL_ROUND=1; AC_SUBST([HAVE_DECL_ROUND])
+ HAVE_DECL_ROUNDF=1; AC_SUBST([HAVE_DECL_ROUNDF])
+ HAVE_DECL_ROUNDL=1; AC_SUBST([HAVE_DECL_ROUNDL])
+ HAVE_DECL_SINL=1; AC_SUBST([HAVE_DECL_SINL])
+ HAVE_DECL_SQRTL=1; AC_SUBST([HAVE_DECL_SQRTL])
+ HAVE_DECL_TANL=1; AC_SUBST([HAVE_DECL_TANL])
+ HAVE_DECL_TRUNC=1; AC_SUBST([HAVE_DECL_TRUNC])
+ HAVE_DECL_TRUNCF=1; AC_SUBST([HAVE_DECL_TRUNCF])
+ HAVE_DECL_TRUNCL=1; AC_SUBST([HAVE_DECL_TRUNCL])
+ REPLACE_CEIL=0; AC_SUBST([REPLACE_CEIL])
+ REPLACE_CEILF=0; AC_SUBST([REPLACE_CEILF])
+ REPLACE_CEILL=0; AC_SUBST([REPLACE_CEILL])
+ REPLACE_FLOOR=0; AC_SUBST([REPLACE_FLOOR])
+ REPLACE_FLOORF=0; AC_SUBST([REPLACE_FLOORF])
+ REPLACE_FLOORL=0; AC_SUBST([REPLACE_FLOORL])
+ REPLACE_FMA=0; AC_SUBST([REPLACE_FMA])
+ REPLACE_FMAF=0; AC_SUBST([REPLACE_FMAF])
+ REPLACE_FMAL=0; AC_SUBST([REPLACE_FMAL])
+ REPLACE_FREXPF=0; AC_SUBST([REPLACE_FREXPF])
+ REPLACE_FREXP=0; AC_SUBST([REPLACE_FREXP])
+ REPLACE_FREXPL=0; AC_SUBST([REPLACE_FREXPL])
+ REPLACE_HUGE_VAL=0; AC_SUBST([REPLACE_HUGE_VAL])
+ REPLACE_ISFINITE=0; AC_SUBST([REPLACE_ISFINITE])
+ REPLACE_ISINF=0; AC_SUBST([REPLACE_ISINF])
+ REPLACE_ISNAN=0; AC_SUBST([REPLACE_ISNAN])
+ REPLACE_LDEXPL=0; AC_SUBST([REPLACE_LDEXPL])
+ REPLACE_NAN=0; AC_SUBST([REPLACE_NAN])
+ REPLACE_ROUND=0; AC_SUBST([REPLACE_ROUND])
+ REPLACE_ROUNDF=0; AC_SUBST([REPLACE_ROUNDF])
+ REPLACE_ROUNDL=0; AC_SUBST([REPLACE_ROUNDL])
+ REPLACE_SIGNBIT=0; AC_SUBST([REPLACE_SIGNBIT])
+ REPLACE_SIGNBIT_USING_GCC=0; AC_SUBST([REPLACE_SIGNBIT_USING_GCC])
+ REPLACE_TRUNC=0; AC_SUBST([REPLACE_TRUNC])
+ REPLACE_TRUNCF=0; AC_SUBST([REPLACE_TRUNCF])
+ REPLACE_TRUNCL=0; AC_SUBST([REPLACE_TRUNCL])
+])
+
+# gl_LONG_DOUBLE_VS_DOUBLE
+# determines whether 'long double' and 'double' have the same representation.
+# Sets variable HAVE_SAME_LONG_DOUBLE_AS_DOUBLE to 0 or 1, and defines
+# HAVE_SAME_LONG_DOUBLE_AS_DOUBLE accordingly.
+# The currently known platforms where this is the case are:
+# Linux/HPPA, Minix 3.1.8, AIX 5, AIX 6 and 7 with xlc, MSVC 9.
+AC_DEFUN([gl_LONG_DOUBLE_VS_DOUBLE],
+[
+ AC_CACHE_CHECK([whether long double and double are the same],
+ [gl_cv_long_double_equals_double],
+ [AC_COMPILE_IFELSE(
+ [AC_LANG_PROGRAM([[#include <float.h>]],
+ [[typedef int check[sizeof (long double) == sizeof (double)
+ && LDBL_MANT_DIG == DBL_MANT_DIG
+ && LDBL_MAX_EXP == DBL_MAX_EXP
+ && LDBL_MIN_EXP == DBL_MIN_EXP
+ ? 1 : -1];
+ ]])],
+ [gl_cv_long_double_equals_double=yes],
+ [gl_cv_long_double_equals_double=no])
+ ])
+ if test $gl_cv_long_double_equals_double = yes; then
+ AC_DEFINE([HAVE_SAME_LONG_DOUBLE_AS_DOUBLE], [1],
+ [Define to 1 if 'long double' and 'double' have the same representation.])
+ HAVE_SAME_LONG_DOUBLE_AS_DOUBLE=1
+ else
+ HAVE_SAME_LONG_DOUBLE_AS_DOUBLE=0
+ fi
+ AC_SUBST([HAVE_SAME_LONG_DOUBLE_AS_DOUBLE])
+])