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freebsd-nq/tools/regression/include/tgmath/tgmath.c

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Add a regression test for <tgmath.h>.
2004-09-04 11:34:53 +00:00
/*-
* Copyright (c) 2004 Stefan Farfeleder <stefanf@FreeBSD.org>
* All rights reserved.
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions
* are met:
* 1. Redistributions of source code must retain the above copyright
* notice, this list of conditions and the following disclaimer.
* 2. Redistributions in binary form must reproduce the above copyright
* notice, this list of conditions and the following disclaimer in the
* documentation and/or other materials provided with the distribution.
*
* THIS SOFTWARE IS PROVIDED BY THE AUTHOR AND CONTRIBUTORS ``AS IS'' AND
* ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
* IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
* ARE DISCLAIMED. IN NO EVENT SHALL THE AUTHOR OR CONTRIBUTORS BE LIABLE
* FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
* DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS
* OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
* HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT
* LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY
* OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF
* SUCH DAMAGE.
*
* $FreeBSD$
*/
#include <sys/cdefs.h>
/* All of our functions have side effects, __pure2 causes functions calls to
* be optimised away. Stop that. */
#undef __pure2
#define __pure2
#include <assert.h>
#include <stdio.h>
#include <tgmath.h>
int n_float, n_double, n_long_double;
int n_float_complex, n_double_complex, n_long_double_complex;
Switch over to a different, more flexible test output protocol that's understood by Perl's Test::Harness module and prove(1) commands. Update README to describe the new protocol. The work's broken down into two main sets of changes. First, update the existing test programs (shell scripts and C programs) to produce output in the ok/not ok format, and to, where possible, also produce a header describing the number of tests that are expected to be run. Second, provide the .t files that actually run the tests. In some cases these are copies of, or very similar too, scripts that already existed. I've kept the old scripts around so that it's possible to verify that behaviour under this new system (in terms of whether or not a test fails) is identical to the behaviour under the old system. Add a TODO file.
2004-11-11 19:47:55 +00:00
int currtest = 0;
Add a regression test for <tgmath.h>.
2004-09-04 11:34:53 +00:00
#define TGMACRO(FNC) \
TGMACRO_REAL(FNC) \
TGMACRO_COMPLEX(c ## FNC)
#define TGMACRO_REAL(FNC) \
float (FNC ## f)(float x) { n_float++; } \
double (FNC)(double x) { n_double++; } \
long double (FNC ## l)(long double x) { n_long_double++; }
#define TGMACRO_REAL_REAL(FNC) \
float (FNC ## f)(float x, float y) { n_float++; } \
double (FNC)(double x, double y) { n_double++; } \
long double \
(FNC ## l)(long double x, long double y) { n_long_double++; }
#define TGMACRO_REAL_FIXED_RET(FNC, TYPE) \
TYPE (FNC ## f)(float x) { n_float++; } \
TYPE (FNC)(double x) { n_double++; } \
TYPE (FNC ## l)(long double x) { n_long_double++; }
#define TGMACRO_COMPLEX(FNC) \
float complex (FNC ## f)(float complex x) { n_float_complex++; }\
double complex (FNC)(double complex x) { n_double_complex++; } \
long double complex \
(FNC ## l)(long double complex x) { n_long_double_complex++; }
#define TGMACRO_COMPLEX_REAL_RET(FNC) \
float (FNC ## f)(float complex x) { n_float_complex++; } \
double (FNC)(double complex x) { n_double_complex++; } \
long double \
(FNC ## l)(long double complex x) { n_long_double_complex++; }
/* 7.22#4 */
TGMACRO(acos)
TGMACRO(asin)
TGMACRO(atan)
TGMACRO(acosh)
TGMACRO(asinh)
TGMACRO(atanh)
TGMACRO(cos)
TGMACRO(sin)
TGMACRO(tan)
TGMACRO(cosh)
TGMACRO(sinh)
TGMACRO(tanh)
TGMACRO(exp)
TGMACRO(log)
TGMACRO_REAL_REAL(pow)
float complex (cpowf)(float complex x, float complex y) { n_float_complex++; }
double complex
(cpow)(double complex x, double complex y) { n_double_complex++; }
long double complex
(cpowl)(long double complex x, long double complex y)
{ n_long_double_complex++; }
TGMACRO(sqrt)
TGMACRO_REAL(fabs)
TGMACRO_COMPLEX_REAL_RET(cabs)
/* 7.22#5 */
TGMACRO_REAL_REAL(atan2)
TGMACRO_REAL(cbrt)
TGMACRO_REAL(ceil)
TGMACRO_REAL_REAL(copysign)
TGMACRO_REAL(erf)
TGMACRO_REAL(erfc)
TGMACRO_REAL(exp2)
TGMACRO_REAL(expm1)
TGMACRO_REAL_REAL(fdim)
TGMACRO_REAL(floor)
float (fmaf)(float x, float y, float z) { n_float++; }
double (fma)(double x, double y, double z) { n_double++; }
long double
(fmal)(long double x, long double y, long double z) { n_long_double++; }
TGMACRO_REAL_REAL(fmax)
TGMACRO_REAL_REAL(fmin)
TGMACRO_REAL_REAL(fmod)
float (frexpf)(float x, int *e) { n_float++; }
double (frexp)(double x, int *e) { n_double++; }
long double (frexpl)(long double x, int *e) { n_long_double++; }
TGMACRO_REAL_REAL(hypot)
TGMACRO_REAL_FIXED_RET(ilogb, int)
float (ldexpf)(float x, int e) { n_float++; }
double (ldexp)(double x, int e) { n_double++; }
long double (ldexpl)(long double x, int e) { n_long_double++; }
TGMACRO_REAL(lgamma)
TGMACRO_REAL_FIXED_RET(llrint, long long)
TGMACRO_REAL_FIXED_RET(llround, long long)
TGMACRO_REAL(log10)
TGMACRO_REAL(log1p)
TGMACRO_REAL(log2)
TGMACRO_REAL(logb)
TGMACRO_REAL_FIXED_RET(lrint, long)
TGMACRO_REAL_FIXED_RET(lround, long)
TGMACRO_REAL(nearbyint)
TGMACRO_REAL_REAL(nextafter)
float (nexttowardf)(float x, long double y) { n_float++; }
double (nexttoward)(double x, long double y) { n_double++; }
long double (nexttowardl)(long double x, long double y) { n_long_double++; }
TGMACRO_REAL_REAL(remainder)
float (remquof)(float x, float y, int *q) { n_float++; }
double (remquo)(double x, double y, int *q) { n_double++; }
long double (remquol)(long double x, long double y, int *q) { n_long_double++; }
TGMACRO_REAL(rint)
TGMACRO_REAL(round)
float (scalbnf)(float x, int n) { n_float++; }
double (scalbn)(double x, int n) { n_double++; }
long double (scalbnl)(long double x, int n) { n_long_double++; }
float (scalblnf)(float x, long n) { n_float++; }
double (scalbln)(double x, long n) { n_double++; }
long double (scalblnl)(long double x, long n) { n_long_double++; }
TGMACRO_REAL(tgamma)
TGMACRO_REAL(trunc)
/* 7.22#6 */
TGMACRO_COMPLEX_REAL_RET(carg)
TGMACRO_COMPLEX_REAL_RET(cimag)
TGMACRO_COMPLEX(conj)
TGMACRO_COMPLEX(cproj)
TGMACRO_COMPLEX_REAL_RET(creal)
long double ld;
double d;
float f;
long double complex ldc;
double complex dc;
float complex fc;
unsigned long long ull;
int i;
_Bool b;
#define SAMETYPE(EXP, TYPE) \
__builtin_types_compatible_p(__typeof__(EXP), TYPE)
#define CLEAR_COUNTERS \
(n_float = n_double = n_long_double = 0, \
n_float_complex = n_double_complex = n_long_double_complex = 0, 1)
#define RUN_TEST(EXP, TYPE) (EXP, SAMETYPE(EXP, TYPE))
#define PASS_REAL_ARG_REAL_RET(FNC) PASS_REAL_ARG_REAL_RET_(FNC,)
#define PASS_REAL_ARG_REAL_RET_(FNC, SUFFIX) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(1.l), long double) && \
RUN_TEST(FNC(ld), long double) && \
n_long_double ## SUFFIX == 2 && \
RUN_TEST(FNC(1.), double) && \
RUN_TEST(FNC(d), double) && \
RUN_TEST(FNC(1ull), double) && \
RUN_TEST(FNC(ull), double) && \
RUN_TEST(FNC(1), double) && \
RUN_TEST(FNC(i), double) && \
RUN_TEST(FNC((_Bool)0), double) && \
RUN_TEST(FNC(b), double) && \
n_double ## SUFFIX == 8 && \
RUN_TEST(FNC(1.f), float) && \
RUN_TEST(FNC(f), float) && \
n_float ## SUFFIX == 2
#define PASS_REAL_ARG_FIXED_RET(FNC, RET) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(1.l), RET) && \
RUN_TEST(FNC(ld), RET) && \
n_long_double == 2 && \
RUN_TEST(FNC(1.), RET) && \
RUN_TEST(FNC(d), RET) && \
RUN_TEST(FNC(1ull), RET) && \
RUN_TEST(FNC(ull), RET) && \
RUN_TEST(FNC(1), RET) && \
RUN_TEST(FNC(i), RET) && \
RUN_TEST(FNC((_Bool)0), RET) && \
RUN_TEST(FNC(b), RET) && \
n_double == 8 && \
RUN_TEST(FNC(1.f), RET) && \
RUN_TEST(FNC(f), RET) && \
n_float == 2
#define PASS_REAL_FIXED_ARG_REAL_RET(FNC, ARG2) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(1.l, ARG2), long double) && \
RUN_TEST(FNC(ld, ARG2), long double) && \
n_long_double == 2 && \
RUN_TEST(FNC(1., ARG2), double) && \
RUN_TEST(FNC(d, ARG2), double) && \
RUN_TEST(FNC(1ull, ARG2), double) && \
RUN_TEST(FNC(ull, ARG2), double) && \
RUN_TEST(FNC(1, ARG2), double) && \
RUN_TEST(FNC(i, ARG2), double) && \
RUN_TEST(FNC((_Bool)0, ARG2), double) && \
RUN_TEST(FNC(b, ARG2), double) && \
n_double == 8 && \
RUN_TEST(FNC(1.f, ARG2), float) && \
RUN_TEST(FNC(f, ARG2), float) && \
n_float == 2
#define PASS_REAL_REAL_ARG_REAL_RET(FNC) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(1.l, 1.l), long double) && \
RUN_TEST(FNC(1.l, 1.), long double) && \
RUN_TEST(FNC(1.l, 1.f), long double) && \
RUN_TEST(FNC(1.l, 1), long double) && \
RUN_TEST(FNC(1.l, (_Bool)0), long double) && \
RUN_TEST(FNC(1.l, ld), long double) && \
RUN_TEST(FNC(1., ld), long double) && \
RUN_TEST(FNC(1.f, ld), long double) && \
RUN_TEST(FNC(1, ld), long double) && \
RUN_TEST(FNC((_Bool)0, ld), long double) && \
n_long_double == 10 && \
RUN_TEST(FNC(d, 1.), double) && \
RUN_TEST(FNC(d, 1.f), double) && \
RUN_TEST(FNC(d, 1l), double) && \
RUN_TEST(FNC(d, (_Bool)0), double) && \
RUN_TEST(FNC(1., 1.), double) && \
RUN_TEST(FNC(1.f, 1.), double) && \
RUN_TEST(FNC(1l, 1.), double) && \
RUN_TEST(FNC((_Bool)0, 1.), double) && \
RUN_TEST(FNC(1ull, f), double) && \
RUN_TEST(FNC(1.f, ull), double) && \
RUN_TEST(FNC(1, 1l), double) && \
RUN_TEST(FNC(1u, i), double) && \
RUN_TEST(FNC((_Bool)0, 1.f), double) && \
RUN_TEST(FNC(1.f, b), double) && \
n_double == 14 && \
RUN_TEST(FNC(1.f, 1.f), float) && \
RUN_TEST(FNC(1.f, 1.f), float) && \
RUN_TEST(FNC(f, 1.f), float) && \
RUN_TEST(FNC(f, f), float) && \
n_float == 4
#define PASS_REAL_REAL_FIXED_ARG_REAL_RET(FNC, ARG3) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(1.l, 1.l, ARG3), long double) && \
RUN_TEST(FNC(1.l, 1., ARG3), long double) && \
RUN_TEST(FNC(1.l, 1.f, ARG3), long double) && \
RUN_TEST(FNC(1.l, 1, ARG3), long double) && \
RUN_TEST(FNC(1.l, (_Bool)0, ARG3), long double) && \
RUN_TEST(FNC(1.l, ld, ARG3), long double) && \
RUN_TEST(FNC(1., ld, ARG3), long double) && \
RUN_TEST(FNC(1.f, ld, ARG3), long double) && \
RUN_TEST(FNC(1, ld, ARG3), long double) && \
RUN_TEST(FNC((_Bool)0, ld, ARG3), long double) && \
n_long_double == 10 && \
RUN_TEST(FNC(d, 1., ARG3), double) && \
RUN_TEST(FNC(d, 1.f, ARG3), double) && \
RUN_TEST(FNC(d, 1l, ARG3), double) && \
RUN_TEST(FNC(d, (_Bool)0, ARG3), double) && \
RUN_TEST(FNC(1., 1., ARG3), double) && \
RUN_TEST(FNC(1.f, 1., ARG3), double) && \
RUN_TEST(FNC(1l, 1., ARG3), double) && \
RUN_TEST(FNC((_Bool)0, 1., ARG3), double) && \
RUN_TEST(FNC(1ull, f, ARG3), double) && \
RUN_TEST(FNC(1.f, ull, ARG3), double) && \
RUN_TEST(FNC(1, 1l, ARG3), double) && \
RUN_TEST(FNC(1u, i, ARG3), double) && \
RUN_TEST(FNC((_Bool)0, 1.f, ARG3), double) && \
RUN_TEST(FNC(1.f, b, ARG3), double) && \
n_double == 14 && \
RUN_TEST(FNC(1.f, 1.f, ARG3), float) && \
RUN_TEST(FNC(1.f, 1.f, ARG3), float) && \
RUN_TEST(FNC(f, 1.f, ARG3), float) && \
RUN_TEST(FNC(f, f, ARG3), float) && \
n_float == 4
#define PASS_REAL_REAL_REAL_ARG_REAL_RET(FNC) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(ld, d, f), long double) && \
RUN_TEST(FNC(1, ld, ld), long double) && \
RUN_TEST(FNC(1, d, ld), long double) && \
n_long_double == 3 && \
RUN_TEST(FNC(1, f, 1.f), double) && \
RUN_TEST(FNC(f, d, 1.f), double) && \
RUN_TEST(FNC(f, 1.f, 1.), double) && \
n_double == 3 && \
RUN_TEST(FNC(f, 1.f, f), float) && \
n_float == 1
#define PASS_REAL_ARG_COMPLEX_RET(FNC) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(1.l), long double complex) && \
RUN_TEST(FNC(ld), long double complex) && \
n_long_double_complex == 2 && \
RUN_TEST(FNC(1.), double complex) && \
RUN_TEST(FNC(d), double complex) && \
RUN_TEST(FNC(1l), double complex) && \
RUN_TEST(FNC(i), double complex) && \
RUN_TEST(FNC(b), double complex) && \
n_double_complex == 5 && \
RUN_TEST(FNC(1.f), float complex) && \
RUN_TEST(FNC(f), float complex) && \
n_float_complex == 2
#define PASS_COMPLEX_ARG_COMPLEX_RET(FNC) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(ldc), long double complex) && \
n_long_double_complex == 1 && \
RUN_TEST(FNC(dc), double complex) && \
n_double_complex == 1 && \
RUN_TEST(FNC(fc), float complex) && \
RUN_TEST(FNC(I), float complex) && \
n_float_complex == 2
#define PASS_COMPLEX_ARG_REAL_RET(FNC) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(ldc), long double) && \
n_long_double_complex == 1 && \
RUN_TEST(FNC(dc), double) && \
n_double_complex == 1 && \
RUN_TEST(FNC(fc), float) && \
RUN_TEST(FNC(I), float) && \
n_float_complex == 2
#define PASS_COMPLEX_COMPLEX_ARG_COMPLEX_RET(FNC) \
CLEAR_COUNTERS && \
RUN_TEST(FNC(ldc, ldc), long double complex) && \
RUN_TEST(FNC(ldc, dc), long double complex) && \
RUN_TEST(FNC(ldc, fc), long double complex) && \
RUN_TEST(FNC(ldc, ld), long double complex) && \
RUN_TEST(FNC(ldc, d), long double complex) && \
RUN_TEST(FNC(ldc, f), long double complex) && \
RUN_TEST(FNC(ldc, i), long double complex) && \
RUN_TEST(FNC(dc, ldc), long double complex) && \
RUN_TEST(FNC(I, ldc), long double complex) && \
RUN_TEST(FNC(1.l, ldc), long double complex) && \
RUN_TEST(FNC(1., ldc), long double complex) && \
RUN_TEST(FNC(1.f, ldc), long double complex) && \
RUN_TEST(FNC(1, ldc), long double complex) && \
RUN_TEST(FNC(ld, dc), long double complex) && \
RUN_TEST(FNC(ld, fc), long double complex) && \
RUN_TEST(FNC(I, 1.l), long double complex) && \
RUN_TEST(FNC(dc, 1.l), long double complex) && \
n_long_double_complex == 17 && \
RUN_TEST(FNC(dc, dc), double complex) && \
RUN_TEST(FNC(dc, fc), double complex) && \
RUN_TEST(FNC(dc, d), double complex) && \
RUN_TEST(FNC(dc, f), double complex) && \
RUN_TEST(FNC(dc, ull), double complex) && \
RUN_TEST(FNC(I, dc), double complex) && \
RUN_TEST(FNC(1., dc), double complex) && \
RUN_TEST(FNC(1, dc), double complex) && \
RUN_TEST(FNC(fc, d), double complex) && \
RUN_TEST(FNC(1, I), double complex) && \
n_double_complex == 10 && \
RUN_TEST(FNC(fc, fc), float complex) && \
RUN_TEST(FNC(fc, I), float complex) && \
RUN_TEST(FNC(1.f, fc), float complex) && \
n_float_complex == 3
int failed = 0;
#define PRINT(STR, X) do { \
Switch over to a different, more flexible test output protocol that's understood by Perl's Test::Harness module and prove(1) commands. Update README to describe the new protocol. The work's broken down into two main sets of changes. First, update the existing test programs (shell scripts and C programs) to produce output in the ok/not ok format, and to, where possible, also produce a header describing the number of tests that are expected to be run. Second, provide the .t files that actually run the tests. In some cases these are copies of, or very similar too, scripts that already existed. I've kept the old scripts around so that it's possible to verify that behaviour under this new system (in terms of whether or not a test fails) is identical to the behaviour under the old system. Add a TODO file.
2004-11-11 19:47:55 +00:00
currtest++; \
Add a regression test for <tgmath.h>.
2004-09-04 11:34:53 +00:00
int result = (X); \
if (!result) \
failed = 1; \
Switch over to a different, more flexible test output protocol that's understood by Perl's Test::Harness module and prove(1) commands. Update README to describe the new protocol. The work's broken down into two main sets of changes. First, update the existing test programs (shell scripts and C programs) to produce output in the ok/not ok format, and to, where possible, also produce a header describing the number of tests that are expected to be run. Second, provide the .t files that actually run the tests. In some cases these are copies of, or very similar too, scripts that already existed. I've kept the old scripts around so that it's possible to verify that behaviour under this new system (in terms of whether or not a test fails) is identical to the behaviour under the old system. Add a TODO file.
2004-11-11 19:47:55 +00:00
printf("%s %d - %s\n", result ? "ok" : "not ok", currtest, (STR)); \
fflush(stdout); \
Add a regression test for <tgmath.h>.
2004-09-04 11:34:53 +00:00
} while (0)
int
main(void)
{
Switch over to a different, more flexible test output protocol that's understood by Perl's Test::Harness module and prove(1) commands. Update README to describe the new protocol. The work's broken down into two main sets of changes. First, update the existing test programs (shell scripts and C programs) to produce output in the ok/not ok format, and to, where possible, also produce a header describing the number of tests that are expected to be run. Second, provide the .t files that actually run the tests. In some cases these are copies of, or very similar too, scripts that already existed. I've kept the old scripts around so that it's possible to verify that behaviour under this new system (in terms of whether or not a test fails) is identical to the behaviour under the old system. Add a TODO file.
2004-11-11 19:47:55 +00:00
printf("1..60\n");
Add a regression test for <tgmath.h>.
2004-09-04 11:34:53 +00:00
/* 7.22#4 */
PRINT("acos",
PASS_REAL_ARG_REAL_RET(acos) &&
PASS_COMPLEX_ARG_COMPLEX_RET(acos));
PRINT("asin",
PASS_REAL_ARG_REAL_RET(asin) &&
PASS_COMPLEX_ARG_COMPLEX_RET(asin));
PRINT("atan",
PASS_REAL_ARG_REAL_RET(atan) &&
PASS_COMPLEX_ARG_COMPLEX_RET(atan));
PRINT("acosh",
PASS_REAL_ARG_REAL_RET(acosh) &&
PASS_COMPLEX_ARG_COMPLEX_RET(acosh));
PRINT("asinh",
PASS_REAL_ARG_REAL_RET(asinh) &&
PASS_COMPLEX_ARG_COMPLEX_RET(asinh));
PRINT("atanh",
PASS_REAL_ARG_REAL_RET(atanh) &&
PASS_COMPLEX_ARG_COMPLEX_RET(atanh));
PRINT("cos",
PASS_REAL_ARG_REAL_RET(cos) &&
PASS_COMPLEX_ARG_COMPLEX_RET(cos));
PRINT("sin",
PASS_REAL_ARG_REAL_RET(sin) &&
PASS_COMPLEX_ARG_COMPLEX_RET(sin));
PRINT("tan",
PASS_REAL_ARG_REAL_RET(tan) &&
PASS_COMPLEX_ARG_COMPLEX_RET(tan));
PRINT("cosh",
PASS_REAL_ARG_REAL_RET(cosh) &&
PASS_COMPLEX_ARG_COMPLEX_RET(cosh));
PRINT("sinh",
PASS_REAL_ARG_REAL_RET(sinh) &&
PASS_COMPLEX_ARG_COMPLEX_RET(sinh));
PRINT("tanh",
PASS_REAL_ARG_REAL_RET(tanh) &&
PASS_COMPLEX_ARG_COMPLEX_RET(tanh));
PRINT("exp",
PASS_REAL_ARG_REAL_RET(exp) &&
PASS_COMPLEX_ARG_COMPLEX_RET(exp));
PRINT("log",
PASS_REAL_ARG_REAL_RET(log) &&
PASS_COMPLEX_ARG_COMPLEX_RET(log));
PRINT("pow",
PASS_REAL_REAL_ARG_REAL_RET(pow) &&
PASS_COMPLEX_COMPLEX_ARG_COMPLEX_RET(pow));
PRINT("sqrt",
PASS_REAL_ARG_REAL_RET(sqrt) &&
PASS_COMPLEX_ARG_COMPLEX_RET(sqrt));
PRINT("fabs",
PASS_REAL_ARG_REAL_RET(fabs) &&
PASS_COMPLEX_ARG_REAL_RET(fabs));
/* 7.22#5 */
PRINT("atan2",
PASS_REAL_REAL_ARG_REAL_RET(atan2));
PRINT("cbrt",
PASS_REAL_ARG_REAL_RET(cbrt));
PRINT("ceil",
PASS_REAL_ARG_REAL_RET(ceil));
PRINT("copysign",
PASS_REAL_REAL_ARG_REAL_RET(copysign));
PRINT("erf",
PASS_REAL_ARG_REAL_RET(erf));
PRINT("erfc",
PASS_REAL_ARG_REAL_RET(erfc));
PRINT("exp2",
PASS_REAL_ARG_REAL_RET(exp2));
PRINT("expm1",
PASS_REAL_ARG_REAL_RET(expm1));
PRINT("fdim",
PASS_REAL_REAL_ARG_REAL_RET(fdim));
PRINT("floor",
PASS_REAL_ARG_REAL_RET(floor));
PRINT("fma",
PASS_REAL_REAL_REAL_ARG_REAL_RET(fma));
PRINT("fmax",
PASS_REAL_REAL_ARG_REAL_RET(fmax));
PRINT("fmin",
PASS_REAL_REAL_ARG_REAL_RET(fmin));
PRINT("fmod",
PASS_REAL_REAL_ARG_REAL_RET(fmod));
PRINT("frexp",
PASS_REAL_FIXED_ARG_REAL_RET(frexp, &i));
PRINT("hypot",
PASS_REAL_REAL_ARG_REAL_RET(hypot));
PRINT("ilogb",
PASS_REAL_ARG_FIXED_RET(ilogb, int));
PRINT("ldexp",
PASS_REAL_FIXED_ARG_REAL_RET(ldexp, 1) &&
PASS_REAL_FIXED_ARG_REAL_RET(ldexp, ld) &&
PASS_REAL_FIXED_ARG_REAL_RET(ldexp, ldc));
PRINT("lgamma",
PASS_REAL_ARG_REAL_RET(lgamma));
PRINT("llrint",
PASS_REAL_ARG_FIXED_RET(llrint, long long));
PRINT("llround",
PASS_REAL_ARG_FIXED_RET(llround, long long));
PRINT("log10",
PASS_REAL_ARG_REAL_RET(log10));
PRINT("log1p",
PASS_REAL_ARG_REAL_RET(log1p));
PRINT("log2",
PASS_REAL_ARG_REAL_RET(log2));
PRINT("logb",
PASS_REAL_ARG_REAL_RET(logb));
PRINT("lrint",
PASS_REAL_ARG_FIXED_RET(lrint, long));
PRINT("lround",
PASS_REAL_ARG_FIXED_RET(lround, long));
PRINT("nearbyint",
PASS_REAL_ARG_REAL_RET(nearbyint));
PRINT("nextafter",
PASS_REAL_REAL_ARG_REAL_RET(nextafter));
PRINT("nexttoward",
PASS_REAL_FIXED_ARG_REAL_RET(nexttoward, 1) &&
PASS_REAL_FIXED_ARG_REAL_RET(nexttoward, ull) &&
PASS_REAL_FIXED_ARG_REAL_RET(nexttoward, d) &&
PASS_REAL_FIXED_ARG_REAL_RET(nexttoward, fc));
PRINT("remainder",
PASS_REAL_REAL_ARG_REAL_RET(remainder));
PRINT("remquo",
PASS_REAL_REAL_FIXED_ARG_REAL_RET(remquo, &i));
PRINT("rint",
PASS_REAL_ARG_REAL_RET(rint));
PRINT("round",
PASS_REAL_ARG_REAL_RET(round));
PRINT("scalbn",
PASS_REAL_FIXED_ARG_REAL_RET(scalbn, 1) &&
PASS_REAL_FIXED_ARG_REAL_RET(scalbn, b) &&
PASS_REAL_FIXED_ARG_REAL_RET(scalbn, I));
PRINT("scalbln",
PASS_REAL_FIXED_ARG_REAL_RET(scalbln, i) &&
PASS_REAL_FIXED_ARG_REAL_RET(scalbln, 1.l) &&
PASS_REAL_FIXED_ARG_REAL_RET(scalbln, dc));
PRINT("tgamma",
PASS_REAL_ARG_REAL_RET(tgamma));
PRINT("trunc",
PASS_REAL_ARG_REAL_RET(trunc));
/* 7.22#6 */
PRINT("carg",
PASS_REAL_ARG_REAL_RET_(carg, _complex) &&
PASS_COMPLEX_ARG_REAL_RET(carg));
PRINT("cimag",
PASS_REAL_ARG_REAL_RET_(cimag, _complex) &&
PASS_COMPLEX_ARG_REAL_RET(cimag));
PRINT("conj",
PASS_REAL_ARG_COMPLEX_RET(conj) &&
PASS_COMPLEX_ARG_COMPLEX_RET(conj));
PRINT("cproj",
PASS_REAL_ARG_COMPLEX_RET(cproj) &&
PASS_COMPLEX_ARG_COMPLEX_RET(cproj));
PRINT("creal",
PASS_REAL_ARG_REAL_RET_(creal, _complex) &&
PASS_COMPLEX_ARG_REAL_RET(creal));
}
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