1 # floatparam.m4 serial 3 -*- Autoconf -*-
2 dnl Copyright (C) 2005-2008, 2017 Free Software Foundation, Inc.
3 dnl This file is free software; the Free Software Foundation
4 dnl gives unlimited permission to copy and/or distribute it,
5 dnl with or without modifications, as long as this notice is preserved.
7 dnl From Bruno Haible, Sam Steingold.
9 AC_DEFUN([CL_FLOATPARAM_CROSS],
13 echo "/* Rounding modes, for use below */"
14 echo "#define rounds_to_nearest 0 /* 0.5 ulp */"
15 echo "#define rounds_to_zero 1 /* 1 ulp */"
16 echo "#define rounds_to_infinity 2 /* 1 ulp */"
17 echo "#define rounds_to_minus_infinity 3 /* 1 ulp */"
19 for type in float double "long double"; do
20 if test -n "$type"; then
21 epsilon_bits=-1; y="($type)1.0"
25 [[typedef int verify[2*(
26 (($type)(($type)1.0 + ($type)($y)) == ($type)1.0)
27 || ($type)(($type)(($type)1.0 + ($type)($y)) - ($type)1.0) != ($type)($y)
31 epsilon_bits=`expr $epsilon_bits + 1`; y="$y * ($type)0.5"
33 negepsilon_bits=-1; y="($type)-1.0"
37 [[typedef int verify[2*(
38 (($type)(($type)1.0 + ($type)($y)) == ($type)1.0)
39 || ($type)(($type)(($type)1.0 + ($type)($y)) - ($type)1.0) != ($type)($y)
43 negepsilon_bits=`expr $negepsilon_bits + 1`; y="$y * ($type)0.5"
45 echo "/* Properties of type \`$type': */"
46 echo "/* Largest n for which 1+2^(-n) is exactly represented is $epsilon_bits. */"
47 echo "/* Largest n for which 1-2^(-n) is exactly represented is $negepsilon_bits. */"
48 if test `expr $negepsilon_bits '<=' $epsilon_bits` = 1; then
49 echo "#error \"No exponent jump at 1.0 for type $type!\""
51 if test `expr $negepsilon_bits '>' $epsilon_bits + 1` = 1; then
52 echo "/* Base for type '$type' is 2^"`expr $negepsilon_bits - $epsilon_bits`
54 echo "#define "`echo $type | sed -e 's, ,_,g'`"_mant_bits "`expr $epsilon_bits + 1`
58 while test $i != 0; do
63 y1="($type)(($type)1.0 + ($type)5.0*$x)"
64 y2="($type)(($type)1.0 + ($type)6.0*$x)"
65 ys1="($type)(($type)1.0 + ($type)5.4*$x)"
66 ys2="($type)(($type)1.0 + ($type)5.6*$x)"
67 z1="($type)(($type)-1.0 + ($type)(-5.0)*$x)"
68 z2="($type)(($type)-1.0 + ($type)(-6.0)*$x)"
69 zs1="($type)(($type)-1.0 + ($type)(-5.4)*$x)"
70 zs2="($type)(($type)-1.0 + ($type)(-5.6)*$x)"
72 if test -z "$rounds"; then
75 [[typedef int verify[2*(
76 $ys1 == $y1 && $ys2 == $y2 && $zs1 == $z1 && $zs2 == $z2
79 [rounds=rounds_to_nearest])
81 if test -z "$rounds"; then
84 [[typedef int verify[2*(
85 $ys1 == $y1 && $ys2 == $y1 && $zs1 == $z1 && $zs2 == $z1
88 [rounds=rounds_to_zero])
90 if test -z "$rounds"; then
93 [[typedef int verify[2*(
94 $ys1 == $y2 && $ys2 == $y2 && $zs1 == $z1 && $zs2 == $z1
97 [rounds=rounds_to_infinity])
99 if test -z "$rounds"; then
102 [[typedef int verify[2*(
103 $ys1 == $y1 && $ys2 == $y1 && $zs1 == $z2 && $zs2 == $z2
106 [rounds=rounds_to_minus_infinity])
108 if test -n "$rounds"; then
109 echo "#define "`echo $type | sed -e 's, ,_,g'`"_rounds $rounds"
111 echo "#error \"Unknown rounding mode for type $type!\""
116 dnl Words-in-a-double endianness test. Note that, assuming IEEE 754 format,
117 dnl 2.5479915693083957 = { 0x40 0x04 0x62 0x49 0x67 0x65 0x4E 0x64 } ..bIgeNd
118 dnl 1.4396527506122064e164 = { 0x62 0x04 0x00 0x00 0x4E 0x65 0x67 0x49 } b...NegI
119 dnl 2.5495230282078065 = { 0x40 0x04 0x65 0x6C 0x54 0x54 0x69 0x4C } ..elTTiL
120 dnl 1.4139248369879473e214 = { 0x6C 0x65 0x00 0x00 0x4C 0x69 0x54 0x54 } le..LiTT
121 double_wordorder_bigendian_p=
125 0, 2.5479915693083957, 0, 1.4396527506122064e164,
126 0, 2.5495230282078065, 0, 1.4139248369879473e214,
131 [if grep LiTTle conftest.$ac_objext >/dev/null; then
132 double_wordorder_bigendian_p=0
134 if grep bIgeN conftest.$ac_objext >/dev/null; then
135 double_wordorder_bigendian_p=1
139 if test -n "$double_wordorder_bigendian_p"; then
140 echo "#define double_wordorder_bigendian_p $double_wordorder_bigendian_p"
142 echo "/* Dazed and confused! Better not define anything. */"
145 } > "$cl_machine_file_h"