diff options
| author | Ulrich Drepper <drepper@redhat.com> | 1998-02-17 15:15:51 +0000 |
|---|---|---|
| committer | Ulrich Drepper <drepper@redhat.com> | 1998-02-17 15:15:51 +0000 |
| commit | 0a61487785ff1f13ce3bb683cd59e520bbb0086f (patch) | |
| tree | 11b0c5e1e0cbf6272621ebef0638553ecea8151f /math | |
| parent | 3858abff55a4088377ceaeeccf5ff06d6129b331 (diff) | |
| download | glibc-0a61487785ff1f13ce3bb683cd59e520bbb0086f.tar.gz glibc-0a61487785ff1f13ce3bb683cd59e520bbb0086f.tar.xz glibc-0a61487785ff1f13ce3bb683cd59e520bbb0086f.zip | |
Update.
1998-02-17 15:10 Ulrich Drepper <drepper@cygnus.com> * elf/dl-load.c (open_path): Use __xstat instead of stat. * localedata/tst-locale.sh: Comment out first test for now. 1998-02-14 14:58 H.J. Lu <hjl@gnu.org> * sysdeps/generic/_G_config.h (_G_HAVE_IO_GETLINE_INFO): Defined as 1. * sysdeps/unix/sysv/linux/_G_config.h (_G_HAVE_IO_GETLINE_INFO): Likewise. * libio/iogetline.c (_IO_getline_info): Renamed from _IO_getline. (_IO_getline): Just call _IO_getline_info. * libio/libioP.h (_IO_getline_info): New declaration. * libc.map (_IO_getline_info, __write): Added. 1998-02-17 Andreas Jaeger <aj@arthur.rhein-neckar.de> * sunrpc/rpc_cout.c (inline_struct): Change typo of plus to const char* to shut up gcc. 1998-02-17 11:37 Ulrich Drepper <drepper@cygnus.com> * eld/dl-open.c (_dl_open): Assign correct value to new->l_global. Patch forwarded by Cristian Gafton <gafton@redhat.com>. * math/math.h: Define M_* constants always as `double' and add new macros M_*l which are of type `long double'. * sysdeps/libm-ieee754/s_cacoshl.c: Use M_*l constants now. * sysdeps/libm-ieee754/s_cacosl.c: Likewise. * sysdeps/libm-ieee754/s_casinhl.c: Likewise. * sysdeps/libm-ieee754/s_catanhl.c: Likewise. * sysdeps/libm-ieee754/s_catanl.c: Likewise. * sysdeps/libm-ieee754/s_clog10l.c: Likewise. * sysdeps/libm-ieee754/s_clogl.c: Likewise. * math/libm-tst.c: Likewise. * sysdeps/i386/fpu/bits/mathinline.h (__M_SQRT2): Don't use _Mdbl, define as long double unconditionally. 1998-02-17 Andreas Jaeger <aj@arthur.rhein-neckar.de> * manual/arith.texi (Old-style number conversion): Correct some typos. 1998-02-16 16:28 H.J. Lu <hjl@gnu.org> * time/Makefile (tz-cflags, CFLAGS-tzfile.c, CFLAGS-tzset.c): Restore. * timezone/Makefile (CFLAGS-tzfile.c, CFLAGS-tzset.c): Deleted.
Diffstat (limited to 'math')
| -rw-r--r-- | math/libm-test.c | 464 | ||||
| -rw-r--r-- | math/math.h | 66 |
2 files changed, 268 insertions, 262 deletions
diff --git a/math/libm-test.c b/math/libm-test.c index 3dffcad6dc..8fa473eaf5 100644 --- a/math/libm-test.c +++ b/math/libm-test.c @@ -137,9 +137,9 @@ #define NO_PRINT 0 /* Various constants (we must supply them precalculated for accuracy). */ -#define M_PI_6 .52359877559829887308L -#define M_E2 7.389056098930650227230L -#define M_E3 20.08553692318766774093L +#define M_PI_6l .52359877559829887308L +#define M_E2l 7.389056098930650227230L +#define M_E3l 20.08553692318766774093L static int noErrors; /* number of errors */ static int noTests; /* number of tests (without testing exceptions) */ @@ -840,15 +840,15 @@ acos_test (void) FUNC(acos) (x), INVALID_EXCEPTION); #endif - check ("acos (0) == pi/2", FUNC(acos) (0), M_PI_2); - check ("acos (-0) == pi/2", FUNC(acos) (minus_zero), M_PI_2); + check ("acos (0) == pi/2", FUNC(acos) (0), M_PI_2l); + check ("acos (-0) == pi/2", FUNC(acos) (minus_zero), M_PI_2l); check ("acos (1) == 0", FUNC(acos) (1), 0); - check ("acos (-1) == pi", FUNC(acos) (-1), M_PI); + check ("acos (-1) == pi", FUNC(acos) (-1), M_PIl); - check_eps ("acos (0.5) == pi/3", FUNC(acos) (0.5), M_PI_6 * 2.0, + check_eps ("acos (0.5) == pi/3", FUNC(acos) (0.5), M_PI_6l * 2.0, CHOOSE (1e-18, 0, 0)); - check_eps ("acos (-0.5) == 2*pi/3", FUNC(acos) (-0.5), M_PI_6 * 4.0, + check_eps ("acos (-0.5) == 2*pi/3", FUNC(acos) (-0.5), M_PI_6l * 4.0, CHOOSE (1e-17, 0, 0)); check_eps ("acos (0.7) == 0.795398830...", FUNC(acos) (0.7), @@ -895,12 +895,12 @@ asin_test (void) check ("asin (0) == 0", FUNC(asin) (0), 0); check ("asin (-0) == -0", FUNC(asin) (minus_zero), minus_zero); - check_eps ("asin (0.5) == pi/6", FUNC(asin) (0.5), M_PI_6, + check_eps ("asin (0.5) == pi/6", FUNC(asin) (0.5), M_PI_6l, CHOOSE(3.5e-18, 0, 2e-7)); - check_eps ("asin (-0.5) == -pi/6", FUNC(asin) (-0.5), -M_PI_6, + check_eps ("asin (-0.5) == -pi/6", FUNC(asin) (-0.5), -M_PI_6l, CHOOSE(3.5e-18, 0, 2e-7)); - check ("asin (1.0) == pi/2", FUNC(asin) (1.0), M_PI_2); - check ("asin (-1.0) == -pi/2", FUNC(asin) (-1.0), -M_PI_2); + check ("asin (1.0) == pi/2", FUNC(asin) (1.0), M_PI_2l); + check ("asin (-1.0) == -pi/2", FUNC(asin) (-1.0), -M_PI_2l); check_eps ("asin (0.7) == 0.775397496...", FUNC(asin) (0.7), 0.7753974966107530637L, CHOOSE(7e-17L, 2e-16, 0)); } @@ -928,12 +928,12 @@ atan_test (void) check ("atan (0) == 0", FUNC(atan) (0), 0); check ("atan (-0) == -0", FUNC(atan) (minus_zero), minus_zero); - check ("atan (+inf) == pi/2", FUNC(atan) (plus_infty), M_PI_2); - check ("atan (-inf) == -pi/2", FUNC(atan) (minus_infty), -M_PI_2); + check ("atan (+inf) == pi/2", FUNC(atan) (plus_infty), M_PI_2l); + check ("atan (-inf) == -pi/2", FUNC(atan) (minus_infty), -M_PI_2l); - check_eps ("atan (1) == pi/4", FUNC(atan) (1), M_PI_4, + check_eps ("atan (1) == pi/4", FUNC(atan) (1), M_PI_4l, CHOOSE (1e-18, 0, 0)); - check_eps ("atan (-1) == -pi/4", FUNC(atan) (1), M_PI_4, + check_eps ("atan (-1) == -pi/4", FUNC(atan) (1), M_PI_4l, CHOOSE (1e-18, 0, 0)); check_eps ("atan (0.7) == 0.610725964...", FUNC(atan) (0.7), @@ -957,25 +957,27 @@ atan2_test (void) check ("atan2 (-0,+0) == -0", FUNC(atan2) (minus_zero, 0), minus_zero); x = -random_greater (0); - check ("atan2 (+0,x) == +pi for x < 0", FUNC(atan2) (0, x), M_PI); + check ("atan2 (+0,x) == +pi for x < 0", FUNC(atan2) (0, x), M_PIl); x = -random_greater (0); - check ("atan2 (-0,x) == -pi for x < 0", FUNC(atan2) (minus_zero, x), -M_PI); + check ("atan2 (-0,x) == -pi for x < 0", FUNC(atan2) (minus_zero, x), -M_PIl); - check ("atan2 (+0,-0) == +pi", FUNC(atan2) (0, minus_zero), M_PI); - check ("atan2 (-0,-0) == -pi", FUNC(atan2) (minus_zero, minus_zero), -M_PI); + check ("atan2 (+0,-0) == +pi", FUNC(atan2) (0, minus_zero), M_PIl); + check ("atan2 (-0,-0) == -pi", FUNC(atan2) (minus_zero, minus_zero), -M_PIl); x = random_greater (0); - check ("atan2 (y,+0) == pi/2 for y > 0", FUNC(atan2) (x, 0), M_PI_2); + check ("atan2 (y,+0) == pi/2 for y > 0", FUNC(atan2) (x, 0), M_PI_2l); x = random_greater (0); - check ("atan2 (y,-0) == pi/2 for y > 0", FUNC(atan2) (x, minus_zero), M_PI_2); + check ("atan2 (y,-0) == pi/2 for y > 0", FUNC(atan2) (x, minus_zero), + M_PI_2l); x = random_less (0); - check ("atan2 (y,+0) == -pi/2 for y < 0", FUNC(atan2) (x, 0), -M_PI_2); + check ("atan2 (y,+0) == -pi/2 for y < 0", FUNC(atan2) (x, 0), -M_PI_2l); x = random_less (0); - check ("atan2 (y,-0) == -pi/2 for y < 0", FUNC(atan2) (x, minus_zero), -M_PI_2); + check ("atan2 (y,-0) == -pi/2 for y < 0", FUNC(atan2) (x, minus_zero), + -M_PI_2l); x = random_greater (0); check ("atan2 (y,inf) == +0 for finite y > 0", @@ -987,31 +989,31 @@ atan2_test (void) x = random_value (-1e4, 1e4); check ("atan2(+inf, x) == pi/2 for finite x", - FUNC(atan2) (plus_infty, x), M_PI_2); + FUNC(atan2) (plus_infty, x), M_PI_2l); x = random_value (-1e4, 1e4); check ("atan2(-inf, x) == -pi/2 for finite x", - FUNC(atan2) (minus_infty, x), -M_PI_2); + FUNC(atan2) (minus_infty, x), -M_PI_2l); x = random_greater (0); check ("atan2 (y,-inf) == +pi for finite y > 0", - FUNC(atan2) (x, minus_infty), M_PI); + FUNC(atan2) (x, minus_infty), M_PIl); x = -random_greater (0); check ("atan2 (y,-inf) == -pi for finite y < 0", - FUNC(atan2) (x, minus_infty), -M_PI); + FUNC(atan2) (x, minus_infty), -M_PIl); check ("atan2 (+inf,+inf) == +pi/4", - FUNC(atan2) (plus_infty, plus_infty), M_PI_4); + FUNC(atan2) (plus_infty, plus_infty), M_PI_4l); check ("atan2 (-inf,+inf) == -pi/4", - FUNC(atan2) (minus_infty, plus_infty), -M_PI_4); + FUNC(atan2) (minus_infty, plus_infty), -M_PI_4l); check ("atan2 (+inf,-inf) == +3*pi/4", - FUNC(atan2) (plus_infty, minus_infty), 3 * M_PI_4); + FUNC(atan2) (plus_infty, minus_infty), 3 * M_PI_4l); check ("atan2 (-inf,-inf) == -3*pi/4", - FUNC(atan2) (minus_infty, minus_infty), -3 * M_PI_4); + FUNC(atan2) (minus_infty, minus_infty), -3 * M_PI_4l); /* FIXME: Add some specific tests */ check_eps ("atan2 (0.7,1) == 0.61072...", FUNC(atan2) (0.7,1), @@ -1084,8 +1086,8 @@ ceil_test (void) check_isinfp ("ceil (+inf) == +inf", FUNC(ceil) (plus_infty)); check_isinfn ("ceil (-inf) == -inf", FUNC(ceil) (minus_infty)); - check ("ceil (pi) == 4", FUNC(ceil) (M_PI), 4.0); - check ("ceil (-pi) == -3", FUNC(ceil) (-M_PI), -3.0); + check ("ceil (pi) == 4", FUNC(ceil) (M_PIl), 4.0); + check ("ceil (-pi) == -3", FUNC(ceil) (-M_PIl), -3.0); } @@ -1102,11 +1104,11 @@ cos_test (void) FUNC(cos) (minus_infty), INVALID_EXCEPTION); - check_eps ("cos (pi/3) == 0.5", FUNC(cos) (M_PI_6 * 2.0), + check_eps ("cos (pi/3) == 0.5", FUNC(cos) (M_PI_6l * 2.0), 0.5, CHOOSE (4e-18L, 1e-15L, 1e-7L)); - check_eps ("cos (2*pi/3) == -0.5", FUNC(cos) (M_PI_6 * 4.0), + check_eps ("cos (2*pi/3) == -0.5", FUNC(cos) (M_PI_6l * 4.0), -0.5, CHOOSE (4e-18L, 1e-15L, 1e-7L)); - check_eps ("cos (pi/2) == 0", FUNC(cos) (M_PI_2), + check_eps ("cos (pi/2) == 0", FUNC(cos) (M_PI_2l), 0, CHOOSE (1e-19L, 1e-16L, 1e-7L)); check_eps ("cos (0.7) == 0.7648421872...", FUNC(cos) (0.7), @@ -1177,11 +1179,11 @@ exp_test (void) check_isinfp ("exp (+inf) == +inf", FUNC(exp) (plus_infty)); check ("exp (-inf) == 0", FUNC(exp) (minus_infty), 0); #endif - check_eps ("exp (1) == e", FUNC(exp) (1), M_E, CHOOSE (4e-18L, 0, 0)); + check_eps ("exp (1) == e", FUNC(exp) (1), M_El, CHOOSE (4e-18L, 0, 0)); - check_eps ("exp (2) == e^2", FUNC(exp) (2), M_E2, + check_eps ("exp (2) == e^2", FUNC(exp) (2), M_E2l, CHOOSE (1e-18, 0, 0)); - check_eps ("exp (3) == e^3", FUNC(exp) (3), M_E3, + check_eps ("exp (3) == e^3", FUNC(exp) (3), M_E3l, CHOOSE (1.5e-17, 0, 0)); check_eps ("exp (0.7) == 2.0137527074...", FUNC(exp) (0.7), 2.0137527074704765216L, CHOOSE(9e-17L, 0, 0)); @@ -1222,7 +1224,7 @@ expm1_test (void) check ("expm1 (-inf) == -1", FUNC(expm1) (minus_infty), -1); #endif - check_eps ("expm1 (1) == e-1", FUNC(expm1) (1), M_E - 1.0, + check_eps ("expm1 (1) == e-1", FUNC(expm1) (1), M_El - 1.0, CHOOSE (4e-18L, 0, 2e-7)); check_eps ("expm1 (0.7) == 1.01375...", FUNC(expm1) (0.7), @@ -1418,17 +1420,17 @@ gamma_test (void) check_int ("gamma (0) sets signgam to 1", signgam, 1); signgam = 0; - check ("gamma (3) == M_LN2", FUNC(gamma) (3), M_LN2); + check ("gamma (3) == M_LN2", FUNC(gamma) (3), M_LN2l); check_int ("gamma (3) sets signgam to 1", signgam, 1); signgam = 0; check_eps ("gamma (0.5) == log(sqrt(pi))", FUNC(gamma) (0.5), - FUNC(log) (FUNC(sqrt) (M_PI)), CHOOSE (0, 1e-15, 1e-7)); + FUNC(log) (FUNC(sqrt) (M_PIl)), CHOOSE (0, 1e-15, 1e-7)); check_int ("gamma (0.5) sets signgam to 1", signgam, 1); signgam = 0; check_eps ("gamma (-0.5) == log(2*sqrt(pi))", FUNC(gamma) (-0.5), - FUNC(log) (2*FUNC(sqrt) (M_PI)), CHOOSE (0, 1e-15, 0)); + FUNC(log) (2*FUNC(sqrt) (M_PIl)), CHOOSE (0, 1e-15, 0)); check_int ("gamma (-0.5) sets signgam to -1", signgam, -1); @@ -1445,11 +1447,11 @@ gamma_test (void) FUNC(gamma) (minus_infty), INVALID_EXCEPTION); #ifdef TODO - check_eps ("gamma (0.5) == sqrt(pi)", FUNC(gamma) (0.5), FUNC(sqrt) (M_PI), + check_eps ("gamma (0.5) == sqrt(pi)", FUNC(gamma) (0.5), FUNC(sqrt) (M_PIl), CHOOSE (0, 5e-16, 2e-7)); #endif check_eps ("gamma (-0.5) == -2*sqrt(pi)", FUNC(gamma) (-0.5), - -2*FUNC(sqrt) (M_PI), CHOOSE (0, 5e-16, 3e-7)); + -2*FUNC(sqrt) (M_PIl), CHOOSE (0, 5e-16, 3e-7)); check ("gamma (1) == 1", FUNC(gamma) (1), 1); check ("gamma (4) == 6", FUNC(gamma) (4), 6); @@ -1486,17 +1488,17 @@ lgamma_test (void) check_int ("lgamma (0) sets signgam to 1", signgam, 1); signgam = 0; - check ("lgamma (3) == M_LN2", FUNC(lgamma) (3), M_LN2); + check ("lgamma (3) == M_LN2", FUNC(lgamma) (3), M_LN2l); check_int ("lgamma (3) sets signgam to 1", signgam, 1); signgam = 0; check_eps ("lgamma (0.5) == log(sqrt(pi))", FUNC(lgamma) (0.5), - FUNC(log) (FUNC(sqrt) (M_PI)), CHOOSE (0, 1e-15, 1e-7)); + FUNC(log) (FUNC(sqrt) (M_PIl)), CHOOSE (0, 1e-15, 1e-7)); check_int ("lgamma (0.5) sets signgam to 1", signgam, 1); signgam = 0; check_eps ("lgamma (-0.5) == log(2*sqrt(pi))", FUNC(lgamma) (-0.5), - FUNC(log) (2*FUNC(sqrt) (M_PI)), CHOOSE (0, 1e-15, 0)); + FUNC(log) (2*FUNC(sqrt) (M_PIl)), CHOOSE (0, 1e-15, 0)); check_int ("lgamma (-0.5) sets signgam to -1", signgam, -1); @@ -1519,7 +1521,7 @@ ilogb_test (void) int i; check_int ("ilogb (1) == 0", FUNC(ilogb) (1), 0); - check_int ("ilogb (e) == 1", FUNC(ilogb) (M_E), 1); + check_int ("ilogb (e) == 1", FUNC(ilogb) (M_El), 1); check_int ("ilogb (1024) == 10", FUNC(ilogb) (1024), 10); check_int ("ilogb (-2000) == 10", FUNC(ilogb) (-2000), 10); @@ -1569,11 +1571,11 @@ log_test (void) FUNC(log) (-1), INVALID_EXCEPTION); check_isinfp ("log (+inf) == +inf", FUNC(log) (plus_infty)); - check_eps ("log (e) == 1", FUNC(log) (M_E), 1, CHOOSE (1e-18L, 0, 9e-8L)); - check_eps ("log (1/e) == -1", FUNC(log) (1.0 / M_E), -1, + check_eps ("log (e) == 1", FUNC(log) (M_El), 1, CHOOSE (1e-18L, 0, 9e-8L)); + check_eps ("log (1/e) == -1", FUNC(log) (1.0 / M_El), -1, CHOOSE (2e-18L, 0, 0)); - check ("log (2) == M_LN2", FUNC(log) (2), M_LN2); - check_eps ("log (10) == M_LN10", FUNC(log) (10), M_LN10, + check ("log (2) == M_LN2", FUNC(log) (2), M_LN2l); + check_eps ("log (10) == M_LN10", FUNC(log) (10), M_LN10l, CHOOSE (1e-18L, 0, 0)); check_eps ("log (0.7) == -0.3566749439...", FUNC(log) (0.7), -0.35667494393873237891L, CHOOSE(7e-17L, 6e-17, 3e-8)); @@ -1602,7 +1604,7 @@ log10_test (void) check_eps ("log10 (100) == 2", FUNC(log10) (100.0), 2, CHOOSE (1e-18L, 0, 0)); check ("log10 (10000) == 4", FUNC(log10) (10000.0), 4); - check_eps ("log10 (e) == M_LOG10E", FUNC(log10) (M_E), M_LOG10E, + check_eps ("log10 (e) == M_LOG10E", FUNC(log10) (M_El), M_LOG10El, CHOOSE (1e-18, 0, 9e-8)); check_eps ("log10 (0.7) == -0.1549019599...", FUNC(log10) (0.7), -0.15490195998574316929L, CHOOSE(3e-17L, 3e-17, 0)); @@ -1622,7 +1624,7 @@ log1p_test (void) check_isinfp ("log1p (+inf) == +inf", FUNC(log1p) (plus_infty)); - check_eps ("log1p (e-1) == 1", FUNC(log1p) (M_E - 1.0), 1, + check_eps ("log1p (e-1) == 1", FUNC(log1p) (M_El - 1.0), 1, CHOOSE (1e-18L, 0, 6e-8)); check_eps ("log1p (-0.3) == -0.35667...", FUNC(log1p) (-0.3), @@ -1645,7 +1647,7 @@ log2_test (void) check_isinfp ("log2 (+inf) == +inf", FUNC(log2) (plus_infty)); - check_eps ("log2 (e) == M_LOG2E", FUNC(log2) (M_E), M_LOG2E, + check_eps ("log2 (e) == M_LOG2E", FUNC(log2) (M_El), M_LOG2El, CHOOSE (1e-18L, 0, 0)); check ("log2 (2) == 1", FUNC(log2) (2.0), 1); check_eps ("log2 (16) == 4", FUNC(log2) (16.0), 4, CHOOSE (1e-18L, 0, 0)); @@ -1669,7 +1671,7 @@ logb_test (void) FUNC(logb) (minus_zero), DIVIDE_BY_ZERO_EXCEPTION); check ("logb (1) == 0", FUNC(logb) (1), 0); - check ("logb (e) == 1", FUNC(logb) (M_E), 1); + check ("logb (e) == 1", FUNC(logb) (M_El), 1); check ("logb (1024) == 10", FUNC(logb) (1024), 10); check ("logb (-2000) == 10", FUNC(logb) (-2000), 10); @@ -1826,12 +1828,12 @@ sin_test (void) FUNC(sin) (minus_infty), INVALID_EXCEPTION); - check_eps ("sin (pi/6) == 0.5", FUNC(sin) (M_PI_6), + check_eps ("sin (pi/6) == 0.5", FUNC(sin) (M_PI_6l), 0.5, CHOOSE (4e-18L, 0, 0)); - check_eps ("sin (-pi/6) == -0.5", FUNC(sin) (-M_PI_6), + check_eps ("sin (-pi/6) == -0.5", FUNC(sin) (-M_PI_6l), -0.5, CHOOSE (4e-18L, 0, 0)); - check ("sin (pi/2) == 1", FUNC(sin) (M_PI_2), 1); - check ("sin (-pi/2) == -1", FUNC(sin) (-M_PI_2), -1); + check ("sin (pi/2) == 1", FUNC(sin) (M_PI_2l), 1); + check ("sin (-pi/2) == -1", FUNC(sin) (-M_PI_2l), -1); check_eps ("sin (0.7) == 0.6442176872...", FUNC(sin) (0.7), 0.64421768723769105367L, CHOOSE(4e-17L, 0, 0)); } @@ -1888,18 +1890,18 @@ sincos_test (void) check_isnan_exc ("sincos (-inf,&sin, &cos) puts NaN in cos plus invalid exception", cos_res, INVALID_EXCEPTION); - FUNC(sincos) (M_PI_2, &sin_res, &cos_res); + FUNC(sincos) (M_PI_2l, &sin_res, &cos_res); fegetenv (&fenv); check ("sincos (pi/2, &sin, &cos) puts 1 in sin", sin_res, 1); fesetenv (&fenv); check_eps ("sincos (pi/2, &sin, &cos) puts 0 in cos", cos_res, 0, CHOOSE (1e-18L, 1e-16, 1e-7)); - FUNC(sincos) (M_PI_6, &sin_res, &cos_res); + FUNC(sincos) (M_PI_6l, &sin_res, &cos_res); check_eps ("sincos (pi/6, &sin, &cos) puts 0.5 in sin", sin_res, 0.5, CHOOSE (5e-18L, 0, 0)); - FUNC(sincos) (M_PI_6*2.0, &sin_res, &cos_res); + FUNC(sincos) (M_PI_6l*2.0, &sin_res, &cos_res); check_eps ("sincos (pi/3, &sin, &cos) puts 0.5 in cos", cos_res, 0.5, CHOOSE (5e-18L, 1e-15, 1e-7)); @@ -1921,7 +1923,7 @@ tan_test (void) check_isnan_exc ("tan (-inf) == NaN plus invalid exception", FUNC(tan) (minus_infty), INVALID_EXCEPTION); - check_eps ("tan (pi/4) == 1", FUNC(tan) (M_PI_4), 1, + check_eps ("tan (pi/4) == 1", FUNC(tan) (M_PI_4l), 1, CHOOSE (2e-18L, 1e-15L, 2e-7)); check_eps ("tan (0.7) == 0.8422883804...", FUNC(tan) (0.7), 0.84228838046307944813L, CHOOSE(8e-17L, 0, 0)); @@ -1953,7 +1955,7 @@ fabs_test (void) check_isinfp ("fabs (-inf) == +inf", FUNC(fabs) (minus_infty)); check ("fabs (+38) == 38", FUNC(fabs) (38.0), 38.0); - check ("fabs (-e) == e", FUNC(fabs) (-M_E), M_E); + check ("fabs (-e) == e", FUNC(fabs) (-M_El), M_El); } @@ -1965,8 +1967,8 @@ floor_test (void) check_isinfp ("floor (+inf) == +inf", FUNC(floor) (plus_infty)); check_isinfn ("floor (-inf) == -inf", FUNC(floor) (minus_infty)); - check ("floor (pi) == 3", FUNC(floor) (M_PI), 3.0); - check ("floor (-pi) == -4", FUNC(floor) (-M_PI), -4.0); + check ("floor (pi) == 3", FUNC(floor) (M_PIl), 3.0); + check ("floor (-pi) == -4", FUNC(floor) (-M_PIl), -4.0); } @@ -3440,62 +3442,64 @@ cacos_test (void) __complex__ MATHTYPE result; result = FUNC(cacos) (BUILD_COMPLEX (0, 0)); - check ("real(cacos(0 + i0)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(0 + i0)) = pi/2", __real__ result, M_PI_2l); check ("imag(cacos(0 + i0)) = -0", __imag__ result, minus_zero); result = FUNC(cacos) (BUILD_COMPLEX (minus_zero, 0)); - check ("real(cacos(-0 + i0)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(-0 + i0)) = pi/2", __real__ result, M_PI_2l); check ("imag(cacos(-0 + i0)) = -0", __imag__ result, minus_zero); result = FUNC(cacos) (BUILD_COMPLEX (0, minus_zero)); - check ("real(cacos(0 - i0)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(0 - i0)) = pi/2", __real__ result, M_PI_2l); check ("imag(cacos(0 - i0)) = 0", __imag__ result, 0); result = FUNC(cacos) (BUILD_COMPLEX (minus_zero, minus_zero)); - check ("real(cacos(-0 - i0)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(-0 - i0)) = pi/2", __real__ result, M_PI_2l); check ("imag(cacos(-0 - i0)) = 0", __imag__ result, 0); result = FUNC(cacos) (BUILD_COMPLEX (minus_infty, plus_infty)); - check ("real(cacos(-Inf + i Inf)) = 3*pi/4", __real__ result, M_PI - M_PI_4); + check ("real(cacos(-Inf + i Inf)) = 3*pi/4", __real__ result, + M_PIl - M_PI_4l); check_isinfn ("imag(cacos(-Inf + i Inf)) = -Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (minus_infty, minus_infty)); - check ("real(cacos(-Inf - i Inf)) = 3*pi/4", __real__ result, M_PI - M_PI_4); + check ("real(cacos(-Inf - i Inf)) = 3*pi/4", __real__ result, + M_PIl - M_PI_4l); check_isinfp ("imag(cacos(-Inf - i Inf)) = +Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (plus_infty, plus_infty)); - check ("real(cacos(+Inf + i Inf)) = pi/4", __real__ result, M_PI_4); + check ("real(cacos(+Inf + i Inf)) = pi/4", __real__ result, M_PI_4l); check_isinfn ("imag(cacos(+Inf + i Inf)) = -Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (plus_infty, minus_infty)); - check ("real(cacos(+Inf - i Inf)) = pi/4", __real__ result, M_PI_4); + check ("real(cacos(+Inf - i Inf)) = pi/4", __real__ result, M_PI_4l); check_isinfp ("imag(cacos(+Inf - i Inf)) = +Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (-10.0, plus_infty)); - check ("real(cacos(-10.0 + i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(-10.0 + i Inf)) = pi/2", __real__ result, M_PI_2l); check_isinfn ("imag(cacos(-10.0 + i Inf)) = -Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (-10.0, minus_infty)); - check ("real(cacos(-10.0 - i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(-10.0 - i Inf)) = pi/2", __real__ result, M_PI_2l); check_isinfp ("imag(cacos(-10.0 - i Inf)) = +Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (0, plus_infty)); - check ("real(cacos(0 + i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(0 + i Inf)) = pi/2", __real__ result, M_PI_2l); check_isinfn ("imag(cacos(0 + i Inf)) = -Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (0, minus_infty)); - check ("real(cacos(0 - i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(0 - i Inf)) = pi/2", __real__ result, M_PI_2l); check_isinfp ("imag(cacos(0 - i Inf)) = +Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (0.1, plus_infty)); - check ("real(cacos(0.1 + i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(0.1 + i Inf)) = pi/2", __real__ result, M_PI_2l); check_isinfn ("imag(cacos(0.1 + i Inf)) = -Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (0.1, minus_infty)); - check ("real(cacos(0.1 - i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(0.1 - i Inf)) = pi/2", __real__ result, M_PI_2l); check_isinfp ("imag(cacos(0.1 - i Inf)) = +Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (minus_infty, 0)); - check ("real(cacos(-Inf + i0)) = pi", __real__ result, M_PI); + check ("real(cacos(-Inf + i0)) = pi", __real__ result, M_PIl); check_isinfn ("imag(cacos(-Inf + i0)) = -Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (minus_infty, minus_zero)); - check ("real(cacos(-Inf - i0)) = pi", __real__ result, M_PI); + check ("real(cacos(-Inf - i0)) = pi", __real__ result, M_PIl); check_isinfp ("imag(cacos(-Inf - i0)) = +Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (minus_infty, 100)); - check ("real(cacos(-Inf + i100)) = pi", __real__ result, M_PI); + check ("real(cacos(-Inf + i100)) = pi", __real__ result, M_PIl); check_isinfn ("imag(cacos(-Inf + i100)) = -Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (minus_infty, -100)); - check ("real(cacos(-Inf - i100)) = pi", __real__ result, M_PI); + check ("real(cacos(-Inf - i100)) = pi", __real__ result, M_PIl); check_isinfp ("imag(cacos(-Inf - i100)) = +Inf", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (plus_infty, 0)); @@ -3521,10 +3525,10 @@ cacos_test (void) FUNC(fabs) (__imag__ result)); result = FUNC(cacos) (BUILD_COMPLEX (0, nan_value)); - check ("real(cacos(0 + i NaN)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(0 + i NaN)) = pi/2", __real__ result, M_PI_2l); check_isnan ("imag(cacos(0 + i NaN)) = NaN", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (minus_zero, nan_value)); - check ("real(cacos(-0 + i NaN)) = pi/2", __real__ result, M_PI_2); + check ("real(cacos(-0 + i NaN)) = pi/2", __real__ result, M_PI_2l); check_isnan ("imag(cacos(-0 + i NaN)) = NaN", __imag__ result); result = FUNC(cacos) (BUILD_COMPLEX (nan_value, plus_infty)); @@ -3581,64 +3585,64 @@ cacosh_test (void) result = FUNC(cacosh) (BUILD_COMPLEX (0, 0)); check ("real(cacosh(0 + i0)) = 0", __real__ result, 0); - check ("imag(cacosh(0 + i0)) = pi/2", __imag__ result, M_PI_2); + check ("imag(cacosh(0 + i0)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (minus_zero, 0)); check ("real(cacosh(-0 + i0)) = 0", __real__ result, 0); - check ("imag(cacosh(-0 + i0)) = pi/2", __imag__ result, M_PI_2); + check ("imag(cacosh(-0 + i0)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (0, minus_zero)); check ("real(cacosh(0 - i0)) = 0", __real__ result, 0); - check ("imag(cacosh(0 - i0)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(cacosh(0 - i0)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (minus_zero, minus_zero)); check ("real(cacosh(-0 - i0)) = 0", __real__ result, 0); - check ("imag(cacosh(-0 - i0)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(cacosh(-0 - i0)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (minus_infty, plus_infty)); check_isinfp ("real(cacosh(-Inf + i Inf)) = +Inf", __real__ result); check ("imag(cacosh(-Inf + i Inf)) = 3*pi/4", __imag__ result, - M_PI - M_PI_4); + M_PIl - M_PI_4l); result = FUNC(cacosh) (BUILD_COMPLEX (minus_infty, minus_infty)); check_isinfp ("real(cacosh(-Inf - i Inf)) = +Inf", __real__ result); check ("imag(cacosh(-Inf - i Inf)) = -3*pi/4", __imag__ result, - M_PI_4 - M_PI); + M_PI_4l - M_PIl); result = FUNC(cacosh) (BUILD_COMPLEX (plus_infty, plus_infty)); check_isinfp ("real(cacosh(+Inf + i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(+Inf + i Inf)) = pi/4", __imag__ result, M_PI_4); + check ("imag(cacosh(+Inf + i Inf)) = pi/4", __imag__ result, M_PI_4l); result = FUNC(cacosh) (BUILD_COMPLEX (plus_infty, minus_infty)); check_isinfp ("real(cacosh(+Inf - i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(+Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4); + check ("imag(cacosh(+Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4l); result = FUNC(cacosh) (BUILD_COMPLEX (-10.0, plus_infty)); check_isinfp ("real(cacosh(-10.0 + i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(-10.0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(cacosh(-10.0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (-10.0, minus_infty)); check_isinfp ("real(cacosh(-10.0 - i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(-10.0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(cacosh(-10.0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (0, plus_infty)); check_isinfp ("real(cacosh(0 + i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(cacosh(0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (0, minus_infty)); check_isinfp ("real(cacosh(0 - i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(cacosh(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (0.1, plus_infty)); check_isinfp ("real(cacosh(0.1 + i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(0.1 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(cacosh(0.1 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (0.1, minus_infty)); check_isinfp ("real(cacosh(0.1 - i Inf)) = +Inf", __real__ result); - check ("imag(cacosh(0.1 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(cacosh(0.1 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(cacosh) (BUILD_COMPLEX (minus_infty, 0)); check_isinfp ("real(cacosh(-Inf + i0)) = +Inf", __real__ result); - check ("imag(cacosh(-Inf + i0)) = pi", __imag__ result, M_PI); + check ("imag(cacosh(-Inf + i0)) = pi", __imag__ result, M_PIl); result = FUNC(cacosh) (BUILD_COMPLEX (minus_infty, minus_zero)); check_isinfp ("real(cacosh(-Inf - i0)) = +Inf", __real__ result); - check ("imag(cacosh(-Inf - i0)) = -pi", __imag__ result, -M_PI); + check ("imag(cacosh(-Inf - i0)) = -pi", __imag__ result, -M_PIl); result = FUNC(cacosh) (BUILD_COMPLEX (minus_infty, 100)); check_isinfp ("real(cacosh(-Inf + i100)) = +Inf", __real__ result); - check ("imag(cacosh(-Inf + i100)) = pi", __imag__ result, M_PI); + check ("imag(cacosh(-Inf + i100)) = pi", __imag__ result, M_PIl); result = FUNC(cacosh) (BUILD_COMPLEX (minus_infty, -100)); check_isinfp ("real(cacosh(-Inf - i100)) = +Inf", __real__ result); - check ("imag(cacosh(-Inf - i100)) = -pi", __imag__ result, -M_PI); + check ("imag(cacosh(-Inf - i100)) = -pi", __imag__ result, -M_PIl); result = FUNC(cacosh) (BUILD_COMPLEX (plus_infty, 0)); check_isinfp ("real(cacosh(+Inf + i0)) = +Inf", __real__ result); @@ -3733,16 +3737,16 @@ casin_test (void) check ("imag(casin(-0 - i0)) = -0", __imag__ result, minus_zero); result = FUNC(casin) (BUILD_COMPLEX (plus_infty, plus_infty)); - check ("real(casin(+Inf + i Inf)) = pi/4", __real__ result, M_PI_4); + check ("real(casin(+Inf + i Inf)) = pi/4", __real__ result, M_PI_4l); check_isinfp ("imag(casin(+Inf + i Inf)) = +Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (plus_infty, minus_infty)); - check ("real(casin(+Inf - i Inf)) = pi/4", __real__ result, M_PI_4); + check ("real(casin(+Inf - i Inf)) = pi/4", __real__ result, M_PI_4l); check_isinfn ("imag(casin(+Inf - i Inf)) = -Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (minus_infty, plus_infty)); - check ("real(casin(-Inf + i Inf)) = -pi/4", __real__ result, -M_PI_4); + check ("real(casin(-Inf + i Inf)) = -pi/4", __real__ result, -M_PI_4l); check_isinfp ("imag(casin(-Inf + i Inf)) = +Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (minus_infty, minus_infty)); - check ("real(casin(-Inf - i Inf)) = -pi/4", __real__ result, -M_PI_4); + check ("real(casin(-Inf - i Inf)) = -pi/4", __real__ result, -M_PI_4l); check_isinfn ("imag(casin(-Inf - i Inf)) = -Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (-10.0, plus_infty)); @@ -3771,29 +3775,29 @@ casin_test (void) check_isinfn ("imag(casin(0.1 - i Inf)) = -Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (minus_infty, 0)); - check ("real(casin(-Inf + i0)) = -pi/2", __real__ result, -M_PI_2); + check ("real(casin(-Inf + i0)) = -pi/2", __real__ result, -M_PI_2l); check_isinfp ("imag(casin(-Inf + i0)) = +Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (minus_infty, minus_zero)); - check ("real(casin(-Inf - i0)) = -pi/2", __real__ result, -M_PI_2); + check ("real(casin(-Inf - i0)) = -pi/2", __real__ result, -M_PI_2l); check_isinfn ("imag(casin(-Inf - i0)) = -Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (minus_infty, 100)); - check ("real(casin(-Inf + i100)) = -pi/2", __real__ result, -M_PI_2); + check ("real(casin(-Inf + i100)) = -pi/2", __real__ result, -M_PI_2l); check_isinfp ("imag(casin(-Inf + i100)) = +Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (minus_infty, -100)); - check ("real(casin(-Inf - i100)) = -pi/2", __real__ result, -M_PI_2); + check ("real(casin(-Inf - i100)) = -pi/2", __real__ result, -M_PI_2l); check_isinfn ("imag(casin(-Inf - i100)) = -Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (plus_infty, 0)); - check ("real(casin(+Inf + i0)) = pi/2", __real__ result, M_PI_2); + check ("real(casin(+Inf + i0)) = pi/2", __real__ result, M_PI_2l); check_isinfp ("imag(casin(+Inf + i0)) = +Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (plus_infty, minus_zero)); - check ("real(casin(+Inf - i0)) = pi/2", __real__ result, M_PI_2); + check ("real(casin(+Inf - i0)) = pi/2", __real__ result, M_PI_2l); check_isinfn ("imag(casin(+Inf - i0)) = -Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (plus_infty, 0.5)); - check ("real(casin(+Inf + i0.5)) = pi/2", __real__ result, M_PI_2); + check ("real(casin(+Inf + i0.5)) = pi/2", __real__ result, M_PI_2l); check_isinfp ("imag(casin(+Inf + i0.5)) = +Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (plus_infty, -0.5)); - check ("real(casin(+Inf - i0.5)) = pi/2", __real__ result, M_PI_2); + check ("real(casin(+Inf - i0.5)) = pi/2", __real__ result, M_PI_2l); check_isinfn ("imag(casin(+Inf - i0.5)) = -Inf", __imag__ result); result = FUNC(casin) (BUILD_COMPLEX (nan_value, plus_infty)); @@ -3879,41 +3883,41 @@ casinh_test (void) result = FUNC(casinh) (BUILD_COMPLEX (plus_infty, plus_infty)); check_isinfp ("real(casinh(+Inf + i Inf)) = +Inf", __real__ result); - check ("imag(casinh(+Inf + i Inf)) = pi/4", __imag__ result, M_PI_4); + check ("imag(casinh(+Inf + i Inf)) = pi/4", __imag__ result, M_PI_4l); result = FUNC(casinh) (BUILD_COMPLEX (plus_infty, minus_infty)); check_isinfp ("real(casinh(+Inf - i Inf)) = +Inf", __real__ result); - check ("imag(casinh(+Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4); + check ("imag(casinh(+Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4l); result = FUNC(casinh) (BUILD_COMPLEX (minus_infty, plus_infty)); check_isinfn ("real(casinh(-Inf + i Inf)) = -Inf", __real__ result); - check ("imag(casinh(-Inf + i Inf)) = pi/4", __imag__ result, M_PI_4); + check ("imag(casinh(-Inf + i Inf)) = pi/4", __imag__ result, M_PI_4l); result = FUNC(casinh) (BUILD_COMPLEX (minus_infty, minus_infty)); check_isinfn ("real(casinh(-Inf - i Inf)) = -Inf", __real__ result); - check ("imag(casinh(-Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4); + check ("imag(casinh(-Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4l); result = FUNC(casinh) (BUILD_COMPLEX (-10.0, plus_infty)); check_isinfn ("real(casinh(-10.0 + i Inf)) = -Inf", __real__ result); - check ("imag(casinh(-10.0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(casinh(-10.0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (-10.0, minus_infty)); check_isinfn ("real(casinh(-10.0 - i Inf)) = -Inf", __real__ result); - check ("imag(casinh(-10.0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(casinh(-10.0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (0, plus_infty)); check_isinfp ("real(casinh(0 + i Inf)) = +Inf", __real__ result); - check ("imag(casinh(0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(casinh(0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (0, minus_infty)); check_isinfp ("real(casinh(0 - i Inf)) = +Inf", __real__ result); - check ("imag(casinh(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(casinh(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (minus_zero, plus_infty)); check_isinfn ("real(casinh(-0 + i Inf)) = -Inf", __real__ result); - check ("imag(casinh(-0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(casinh(-0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (minus_zero, minus_infty)); check_isinfn ("real(casinh(-0 - i Inf)) = -Inf", __real__ result); - check ("imag(casinh(-0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(casinh(-0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (0.1, plus_infty)); check_isinfp ("real(casinh(0.1 + i Inf)) = +Inf", __real__ result); - check ("imag(casinh(0.1 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(casinh(0.1 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (0.1, minus_infty)); check_isinfp ("real(casinh(0.1 - i Inf)) = +Inf", __real__ result); - check ("imag(casinh(0.1 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(casinh(0.1 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(casinh) (BUILD_COMPLEX (minus_infty, 0)); check_isinfn ("real(casinh(-Inf + i0)) = -Inf", __real__ result); @@ -4023,67 +4027,67 @@ catan_test (void) check ("imag(catan(-0 - i0)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (plus_infty, plus_infty)); - check ("real(catan(+Inf + i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(+Inf + i Inf)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(+Inf + i Inf)) = 0", __imag__ result, 0); result = FUNC(catan) (BUILD_COMPLEX (plus_infty, minus_infty)); - check ("real(catan(+Inf - i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(+Inf - i Inf)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(+Inf - i Inf)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (minus_infty, plus_infty)); - check ("real(catan(-Inf + i Inf)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-Inf + i Inf)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-Inf + i Inf)) = 0", __imag__ result, 0.0); result = FUNC(catan) (BUILD_COMPLEX (minus_infty, minus_infty)); - check ("real(catan(-Inf - i Inf)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-Inf - i Inf)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-Inf - i Inf)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (plus_infty, -10.0)); - check ("real(catan(+Inf - i10.0)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(+Inf - i10.0)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(+Inf - i10.0)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (minus_infty, -10.0)); - check ("real(catan(-Inf - i10.0)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-Inf - i10.0)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-Inf - i10.0)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (plus_infty, minus_zero)); - check ("real(catan(Inf - i0)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(Inf - i0)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(Inf - i0)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (minus_infty, minus_zero)); - check ("real(catan(-Inf - i0)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-Inf - i0)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-Inf - i0)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (plus_infty, 0.0)); - check ("real(catan(Inf + i0)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(Inf + i0)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(Inf + i0)) = 0", __imag__ result, 0.0); result = FUNC(catan) (BUILD_COMPLEX (minus_infty, 0.0)); - check ("real(catan(-Inf + i0)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-Inf + i0)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-Inf + i0)) = 0", __imag__ result, 0.0); result = FUNC(catan) (BUILD_COMPLEX (plus_infty, 0.1)); - check ("real(catan(+Inf + i0.1)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(+Inf + i0.1)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(+Inf + i0.1)) = 0", __imag__ result, 0); result = FUNC(catan) (BUILD_COMPLEX (minus_infty, 0.1)); - check ("real(catan(-Inf + i0.1)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-Inf + i0.1)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-Inf + i0.1)) = 0", __imag__ result, 0); result = FUNC(catan) (BUILD_COMPLEX (0.0, minus_infty)); - check ("real(catan(0 - i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(0 - i Inf)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(0 - i Inf)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (minus_zero, minus_infty)); - check ("real(catan(-0 - i Inf)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-0 - i Inf)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-0 - i Inf)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (100.0, minus_infty)); - check ("real(catan(100 - i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(100 - i Inf)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(100 - i Inf)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (-100.0, minus_infty)); - check ("real(catan(-100 - i Inf)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-100 - i Inf)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-100 - i Inf)) = -0", __imag__ result, minus_zero); result = FUNC(catan) (BUILD_COMPLEX (0.0, plus_infty)); - check ("real(catan(0 + i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(0 + i Inf)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(0 + i Inf)) = 0", __imag__ result, 0); result = FUNC(catan) (BUILD_COMPLEX (minus_zero, plus_infty)); - check ("real(catan(-0 + i Inf)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-0 + i Inf)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-0 + i Inf)) = 0", __imag__ result, 0); result = FUNC(catan) (BUILD_COMPLEX (0.5, plus_infty)); - check ("real(catan(0.5 + i Inf)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(0.5 + i Inf)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(0.5 + i Inf)) = 0", __imag__ result, 0); result = FUNC(catan) (BUILD_COMPLEX (-0.5, plus_infty)); - check ("real(catan(-0.5 + i Inf)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-0.5 + i Inf)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-0.5 + i Inf)) = 0", __imag__ result, 0); result = FUNC(catan) (BUILD_COMPLEX (nan_value, 0.0)); @@ -4108,10 +4112,10 @@ catan_test (void) check_isnan ("imag(catan(-0 + i NaN)) = NaN", __imag__ result); result = FUNC(catan) (BUILD_COMPLEX (plus_infty, nan_value)); - check ("real(catan(+Inf + i NaN)) = pi/2", __real__ result, M_PI_2); + check ("real(catan(+Inf + i NaN)) = pi/2", __real__ result, M_PI_2l); check ("imag(catan(+Inf + i NaN)) = +-0", FUNC(fabs) (__imag__ result), 0); result = FUNC(catan) (BUILD_COMPLEX (minus_infty, nan_value)); - check ("real(catan(-Inf + i NaN)) = -pi/2", __real__ result, -M_PI_2); + check ("real(catan(-Inf + i NaN)) = -pi/2", __real__ result, -M_PI_2l); check ("imag(catan(-Inf + i NaN)) = +-0", FUNC(fabs) (__imag__ result), 0); result = FUNC(catan) (BUILD_COMPLEX (nan_value, 10.5)); @@ -4174,67 +4178,67 @@ catanh_test (void) result = FUNC(catanh) (BUILD_COMPLEX (plus_infty, plus_infty)); check ("real(catanh(+Inf + i Inf)) = 0", __real__ result, 0); - check ("imag(catanh(+Inf + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(+Inf + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (plus_infty, minus_infty)); check ("real(catanh(+Inf - i Inf)) = 0", __real__ result, 0); - check ("imag(catanh(+Inf - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(+Inf - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_infty, plus_infty)); check ("real(catanh(-Inf + i Inf)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-Inf + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(-Inf + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_infty, minus_infty)); check ("real(catanh(-Inf - i Inf)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-Inf - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(-Inf - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (-10.0, plus_infty)); check ("real(catanh(-10.0 + i Inf)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-10.0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(-10.0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (-10.0, minus_infty)); check ("real(catanh(-10.0 - i Inf)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-10.0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(-10.0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_zero, plus_infty)); check ("real(catanh(-0 + i Inf)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(-0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_zero, minus_infty)); check ("real(catanh(-0 - i Inf)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(-0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (0, plus_infty)); check ("real(catanh(0 + i Inf)) = 0", __real__ result, 0); - check ("imag(catanh(0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (0, minus_infty)); check ("real(catanh(0 - i Inf)) = 0", __real__ result, 0); - check ("imag(catanh(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (0.1, plus_infty)); check ("real(catanh(0.1 + i Inf)) = 0", __real__ result, 0); - check ("imag(catanh(0.1 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(0.1 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (0.1, minus_infty)); check ("real(catanh(0.1 - i Inf)) = 0", __real__ result, 0); - check ("imag(catanh(0.1 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(0.1 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_infty, 0)); check ("real(catanh(-Inf + i0)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-Inf + i0)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(-Inf + i0)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_infty, minus_zero)); check ("real(catanh(-Inf - i0)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-Inf - i0)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(-Inf - i0)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_infty, 100)); check ("real(catanh(-Inf + i100)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-Inf + i100)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(-Inf + i100)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (minus_infty, -100)); check ("real(catanh(-Inf - i100)) = -0", __real__ result, minus_zero); - check ("imag(catanh(-Inf - i100)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(-Inf - i100)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (plus_infty, 0)); check ("real(catanh(+Inf + i0)) = 0", __real__ result, 0); - check ("imag(catanh(+Inf + i0)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(+Inf + i0)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (plus_infty, minus_zero)); check ("real(catanh(+Inf - i0)) = 0", __real__ result, 0); - check ("imag(catanh(+Inf - i0)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(+Inf - i0)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (plus_infty, 0.5)); check ("real(catanh(+Inf + i0.5)) = 0", __real__ result, 0); - check ("imag(catanh(+Inf + i0.5)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(+Inf + i0.5)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (plus_infty, -0.5)); check ("real(catanh(+Inf - i0.5)) = 0", __real__ result, 0); - check ("imag(catanh(+Inf - i0.5)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(+Inf - i0.5)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (0, nan_value)); check ("real(catanh(0 + i NaN)) = 0", __real__ result, 0); @@ -4259,10 +4263,10 @@ catanh_test (void) result = FUNC(catanh) (BUILD_COMPLEX (nan_value, plus_infty)); check ("real(catanh(NaN + i Inf)) = +-0", FUNC(fabs) (__real__ result), 0); - check ("imag(catanh(NaN + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(catanh(NaN + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (nan_value, minus_infty)); check ("real(catanh(NaN - i Inf)) = +-0", FUNC(fabs) (__real__ result), 0); - check ("imag(catanh(NaN - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(catanh(NaN - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(catanh) (BUILD_COMPLEX (10.5, nan_value)); check_isnan_maybe_exc ("real(catanh(10.5 + i NaN)) = NaN plus maybe invalid exception", @@ -4588,7 +4592,7 @@ ctanh_test (void) check_isnan ("real(ctanh(NaN + i NaN)) = NaN", __real__ result); check_isnan ("imag(ctanh(NaN + i NaN)) = NaN", __imag__ result); - result = FUNC(ctanh) (BUILD_COMPLEX (0, M_PI_4)); + result = FUNC(ctanh) (BUILD_COMPLEX (0, M_PI_4l)); check ("real(ctanh (0 + i pi/4)) == 0", __real__ result, 0); check_eps ("imag(ctanh (0 + i pi/4)) == 1", __imag__ result, 1, CHOOSE (0, 2e-16, 2e-7)); @@ -4616,12 +4620,12 @@ clog_test (void) check_isinfn_exc ("real(clog(-0 + i0)) = -Inf plus divide-by-zero exception", __real__ result, DIVIDE_BY_ZERO_EXCEPTION); check ("imag(clog(-0 + i0)) = pi plus divide-by-zero exception", - __imag__ result, M_PI); + __imag__ result, M_PIl); result = FUNC(clog) (BUILD_COMPLEX (minus_zero, minus_zero)); check_isinfn_exc ("real(clog(-0 - i0)) = -Inf plus divide-by-zero exception", __real__ result, DIVIDE_BY_ZERO_EXCEPTION); check ("imag(clog(-0 - i0)) = -pi plus divide-by-zero exception", - __imag__ result, -M_PI); + __imag__ result, -M_PIl); result = FUNC(clog) (BUILD_COMPLEX (0, 0)); check_isinfn_exc ("real(clog(0 + i0)) = -Inf plus divide-by-zero exception", @@ -4636,55 +4640,57 @@ clog_test (void) result = FUNC(clog) (BUILD_COMPLEX (minus_infty, plus_infty)); check_isinfp ("real(clog(-Inf + i Inf)) = +Inf", __real__ result); - check ("imag(clog(-Inf + i Inf)) = 3*pi/4", __imag__ result, M_PI - M_PI_4); + check ("imag(clog(-Inf + i Inf)) = 3*pi/4", __imag__ result, + M_PIl - M_PI_4l); result = FUNC(clog) (BUILD_COMPLEX (minus_infty, minus_infty)); check_isinfp ("real(clog(-Inf - i Inf)) = +Inf", __real__ result); - check ("imag(clog(-Inf - i Inf)) = -3*pi/4", __imag__ result, M_PI_4 - M_PI); + check ("imag(clog(-Inf - i Inf)) = -3*pi/4", __imag__ result, + M_PI_4l - M_PIl); result = FUNC(clog) (BUILD_COMPLEX (plus_infty, plus_infty)); check_isinfp ("real(clog(+Inf + i Inf)) = +Inf", __real__ result); - check ("imag(clog(+Inf + i Inf)) = pi/4", __imag__ result, M_PI_4); + check ("imag(clog(+Inf + i Inf)) = pi/4", __imag__ result, M_PI_4l); result = FUNC(clog) (BUILD_COMPLEX (plus_infty, minus_infty)); check_isinfp ("real(clog(+Inf - i Inf)) = +Inf", __real__ result); - check ("imag(clog(+Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4); + check ("imag(clog(+Inf - i Inf)) = -pi/4", __imag__ result, -M_PI_4l); result = FUNC(clog) (BUILD_COMPLEX (0, plus_infty)); check_isinfp ("real(clog(0 + i Inf)) = +Inf", __real__ result); - check ("imag(clog(0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(clog(0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (3, plus_infty)); check_isinfp ("real(clog(3 + i Inf)) = +Inf", __real__ result); - check ("imag(clog(3 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(clog(3 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (minus_zero, plus_infty)); check_isinfp ("real(clog(-0 + i Inf)) = +Inf", __real__ result); - check ("imag(clog(-0 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(clog(-0 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (-3, plus_infty)); check_isinfp ("real(clog(-3 + i Inf)) = +Inf", __real__ result); - check ("imag(clog(-3 + i Inf)) = pi/2", __imag__ result, M_PI_2); + check ("imag(clog(-3 + i Inf)) = pi/2", __imag__ result, M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (0, minus_infty)); check_isinfp ("real(clog(0 - i Inf)) = +Inf", __real__ result); - check ("imag(clog(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(clog(0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (3, minus_infty)); check_isinfp ("real(clog(3 - i Inf)) = +Inf", __real__ result); - check ("imag(clog(3 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(clog(3 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (minus_zero, minus_infty)); check_isinfp ("real(clog(-0 - i Inf)) = +Inf", __real__ result); - check ("imag(clog(-0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(clog(-0 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (-3, minus_infty)); check_isinfp ("real(clog(-3 - i Inf)) = +Inf", __real__ result); - check ("imag(clog(-3 - i Inf)) = -pi/2", __imag__ result, -M_PI_2); + check ("imag(clog(-3 - i Inf)) = -pi/2", __imag__ result, -M_PI_2l); result = FUNC(clog) (BUILD_COMPLEX (minus_infty, 0)); check_isinfp ("real(clog(-Inf + i0)) = +Inf", __real__ result); - check ("imag(clog(-Inf + i0)) = pi", __imag__ result, M_PI); + check ("imag(clog(-Inf + i0)) = pi", __imag__ result, M_PIl); result = FUNC(clog) (BUILD_COMPLEX (minus_infty, 1)); check_isinfp ("real(clog(-Inf + i1)) = +Inf", __real__ result); - check ("imag(clog(-Inf + i1)) = pi", __imag__ result, M_PI); + check ("imag(clog(-Inf + i1)) = pi", __imag__ result, M_PIl); result = FUNC(clog) (BUILD_COMPLEX (minus_infty, minus_zero)); check_isinfp ("real(clog(-Inf - i0)) = +Inf", __real__ result); - check ("imag(clog(-Inf - i0)) = -pi", __imag__ result, -M_PI); + check ("imag(clog(-Inf - i0)) = -pi", __imag__ result, -M_PIl); result = FUNC(clog) (BUILD_COMPLEX (minus_infty, -1)); check_isinfp ("real(clog(-Inf - i1)) = +Inf", __real__ result); - check ("imag(clog(-Inf - i1)) = -pi", __imag__ result, -M_PI); + check ("imag(clog(-Inf - i1)) = -pi", __imag__ result, -M_PIl); result = FUNC(clog) (BUILD_COMPLEX (plus_infty, 0)); check_isinfp ("real(clog(+Inf + i0)) = +Inf", __real__ result); @@ -4782,12 +4788,12 @@ clog10_test (void) check_isinfn_exc ("real(clog10(-0 + i0)) = -Inf plus divide-by-zero exception", __real__ result, DIVIDE_BY_ZERO_EXCEPTION); check ("imag(clog10(-0 + i0)) = pi plus divide-by-zero exception", - __imag__ result, M_PI); + __imag__ result, M_PIl); result = FUNC(clog10) (BUILD_COMPLEX (minus_zero, minus_zero)); check_isinfn_exc ("real(clog10(-0 - i0)) = -Inf plus divide-by-zero exception", __real__ result, DIVIDE_BY_ZERO_EXCEPTION); check ("imag(clog10(-0 - i0)) = -pi plus divide-by-zero exception", - __imag__ result, -M_PI); + __imag__ result, -M_PIl); result = FUNC(clog10) (BUILD_COMPLEX (0, 0)); check_isinfn_exc ("real(clog10(0 + i0)) = -Inf plus divide-by-zero exception", @@ -4803,70 +4809,70 @@ clog10_test (void) result = FUNC(clog10) (BUILD_COMPLEX (minus_infty, plus_infty)); check_isinfp ("real(clog10(-Inf + i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(-Inf + i Inf)) = 3*pi/4*M_LOG10E", __imag__ result, - (M_PI - M_PI_4) * M_LOG10E, CHOOSE (0, 3e-16, 0)); + (M_PIl - M_PI_4l) * M_LOG10El, CHOOSE (0, 3e-16, 0)); result = FUNC(clog10) (BUILD_COMPLEX (minus_infty, minus_infty)); check_isinfp ("real(clog10(-Inf - i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(-Inf - i Inf)) = -3*pi/4*M_LOG10E", __imag__ result, - (M_PI_4 - M_PI) * M_LOG10E, CHOOSE (0, 3e-16, 0)); + (M_PI_4l - M_PIl) * M_LOG10El, CHOOSE (0, 3e-16, 0)); result = FUNC(clog10) (BUILD_COMPLEX (plus_infty, plus_infty)); check_isinfp ("real(clog10(+Inf + i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(+Inf + i Inf)) = pi/4*M_LOG10E", __imag__ result, - M_PI_4 * M_LOG10E, CHOOSE (0, 6e-17, 3e-8)); + M_PI_4l * M_LOG10El, CHOOSE (0, 6e-17, 3e-8)); result = FUNC(clog10) (BUILD_COMPLEX (plus_infty, minus_infty)); check_isinfp ("real(clog10(+Inf - i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(+Inf - i Inf)) = -pi/4*M_LOG10E", __imag__ result, - -M_PI_4 * M_LOG10E, CHOOSE (0, 6e-17, 3e-8)); + -M_PI_4l * M_LOG10El, CHOOSE (0, 6e-17, 3e-8)); result = FUNC(clog10) (BUILD_COMPLEX (0, plus_infty)); check_isinfp ("real(clog10(0 + i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(0 + i Inf)) = pi/2*M_LOG10E", __imag__ result, - M_PI_2 * M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (3, plus_infty)); check_isinfp ("real(clog10(3 + i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(3 + i Inf)) = pi/2*M_LOG10E", __imag__ result, - M_PI_2 * M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (minus_zero, plus_infty)); check_isinfp ("real(clog10(-0 + i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(-0 + i Inf)) = pi/2*M_LOG10E", __imag__ result, - M_PI_2 * M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (-3, plus_infty)); check_isinfp ("real(clog10(-3 + i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(-3 + i Inf)) = pi/2*M_LOG10E", __imag__ result, - M_PI_2 * M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (0, minus_infty)); check_isinfp ("real(clog10(0 - i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(0 - i Inf)) = -pi/2*M_LOG10E", __imag__ result, - -M_PI_2*M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + -M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (3, minus_infty)); check_isinfp ("real(clog10(3 - i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(3 - i Inf)) = -pi/2*M_LOG10E", __imag__ result, - -M_PI_2*M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + -M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (minus_zero, minus_infty)); check_isinfp ("real(clog10(-0 - i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(-0 - i Inf)) = -pi/2*M_LOG10E", __imag__ result, - -M_PI_2 * M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + -M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (-3, minus_infty)); check_isinfp ("real(clog10(-3 - i Inf)) = +Inf", __real__ result); check_eps ("imag(clog10(-3 - i Inf)) = -pi/2*M_LOG10E", __imag__ result, - -M_PI_2 * M_LOG10E, CHOOSE (0, 2e-16, 6e-8)); + -M_PI_2l * M_LOG10El, CHOOSE (0, 2e-16, 6e-8)); result = FUNC(clog10) (BUILD_COMPLEX (minus_infty, 0)); check_isinfp ("real(clog10(-Inf + i0)) = +Inf", __real__ result); check_eps ("imag(clog10(-Inf + i0)) = pi*M_LOG10E", __imag__ result, - M_PI * M_LOG10E, CHOOSE (0, 3e-16, 2e-7)); + M_PIl * M_LOG10El, CHOOSE (0, 3e-16, 2e-7)); result = FUNC(clog10) (BUILD_COMPLEX (minus_infty, 1)); check_isinfp ("real(clog10(-Inf + i1)) = +Inf", __real__ result); check_eps ("imag(clog10(-Inf + i1)) = pi*M_LOG10E", __imag__ result, - M_PI * M_LOG10E, CHOOSE (0, 3e-16, 2e-7)); + M_PIl * M_LOG10El, CHOOSE (0, 3e-16, 2e-7)); result = FUNC(clog10) (BUILD_COMPLEX (minus_infty, minus_zero)); check_isinfp ("real(clog10(-Inf - i0)) = +Inf", __real__ result); check_eps ("imag(clog10(-Inf - i0)) = -pi*M_LOG10E", __imag__ result, - -M_PI * M_LOG10E, CHOOSE (0, 3e-16, 2e-7)); + -M_PIl * M_LOG10El, CHOOSE (0, 3e-16, 2e-7)); result = FUNC(clog10) (BUILD_COMPLEX (minus_infty, -1)); check_isinfp ("real(clog10(-Inf - i1)) = +Inf", __real__ result); check_eps ("imag(clog10(-Inf - i1)) = -pi*M_LOG10E", __imag__ result, - -M_PI * M_LOG10E, CHOOSE (0, 3e-16, 2e-7)); + -M_PIl * M_LOG10El, CHOOSE (0, 3e-16, 2e-7)); result = FUNC(clog10) (BUILD_COMPLEX (plus_infty, 0)); check_isinfp ("real(clog10(+Inf + i0)) = +Inf", __real__ result); @@ -5135,7 +5141,7 @@ cpow_test (void) CHOOSE (2e-16L, 0, 0)); check ("imag(cpow (2 + i0), (10 + i0)) == 0", __imag__ result, 0); - result = FUNC (cpow) (BUILD_COMPLEX (M_E, 0), BUILD_COMPLEX (0, 2*M_PI)); + result = FUNC (cpow) (BUILD_COMPLEX (M_El, 0), BUILD_COMPLEX (0, 2 * M_PIl)); check_eps ("real(cpow (e + i0), (0 + i 2*PI)) == 1", __real__ result, 1, CHOOSE (0, 0, 6e-8)); check_eps ("imag(cpow (e + i0), (0 + i 2*PI)) == 0", __imag__ result, 0, @@ -5212,32 +5218,32 @@ carg_test (void) x = -random_greater (0); check ("carg (x + i 0) == +pi for x < 0", FUNC(carg) (BUILD_COMPLEX(x, 0)), - M_PI); + M_PIl); x = -random_greater (0); check ("carg (x - i 0) == -pi for x < 0", - FUNC(carg) (BUILD_COMPLEX(x, minus_zero)), -M_PI); + FUNC(carg) (BUILD_COMPLEX(x, minus_zero)), -M_PIl); check ("carg (-0 + i 0) == +pi", FUNC(carg) (BUILD_COMPLEX(minus_zero, 0)), - M_PI); + M_PIl); check ("carg (-0 - i 0) == -pi", - FUNC(carg) (BUILD_COMPLEX(minus_zero, minus_zero)), -M_PI); + FUNC(carg) (BUILD_COMPLEX(minus_zero, minus_zero)), -M_PIl); x = random_greater (0); check ("carg (+0 + i y) == pi/2 for y > 0", FUNC(carg) (BUILD_COMPLEX(0, x)), - M_PI_2); + M_PI_2l); x = random_greater (0); check ("carg (-0 + i y) == pi/2 for y > 0", - FUNC(carg) (BUILD_COMPLEX(minus_zero, x)), M_PI_2); + FUNC(carg) (BUILD_COMPLEX(minus_zero, x)), M_PI_2l); x = random_less (0); check ("carg (+0 + i y) == -pi/2 for y < 0", FUNC(carg) (BUILD_COMPLEX(0, x)), - -M_PI_2); + -M_PI_2l); x = random_less (0); check ("carg (-0 + i y) == -pi/2 for y < 0", - FUNC(carg) (BUILD_COMPLEX(minus_zero, x)), -M_PI_2); + FUNC(carg) (BUILD_COMPLEX(minus_zero, x)), -M_PI_2l); x = random_greater (0); check ("carg (inf + i y) == +0 for finite y > 0", @@ -5249,31 +5255,31 @@ carg_test (void) x = random_value (-1e4, 1e4); check ("carg(x + i inf) == pi/2 for finite x", - FUNC(carg) (BUILD_COMPLEX(x, plus_infty)), M_PI_2); + FUNC(carg) (BUILD_COMPLEX(x, plus_infty)), M_PI_2l); x = random_value (-1e4, 1e4); check ("carg(x - i inf) == -pi/2 for finite x", - FUNC(carg) (BUILD_COMPLEX(x, minus_infty)), -M_PI_2); + FUNC(carg) (BUILD_COMPLEX(x, minus_infty)), -M_PI_2l); x = random_greater (0); check ("carg (-inf + i y) == +pi for finite y > 0", - FUNC(carg) (BUILD_COMPLEX(minus_infty, x)), M_PI); + FUNC(carg) (BUILD_COMPLEX(minus_infty, x)), M_PIl); x = -random_greater (0); check ("carg (-inf + i y) == -pi for finite y < 0", - FUNC(carg) (BUILD_COMPLEX(minus_infty, x)), -M_PI); + FUNC(carg) (BUILD_COMPLEX(minus_infty, x)), -M_PIl); check ("carg (+inf + i inf) == +pi/4", - FUNC(carg) (BUILD_COMPLEX(plus_infty, plus_infty)), M_PI_4); + FUNC(carg) (BUILD_COMPLEX(plus_infty, plus_infty)), M_PI_4l); check ("carg (+inf -i inf) == -pi/4", - FUNC(carg) (BUILD_COMPLEX(plus_infty, minus_infty)), -M_PI_4); + FUNC(carg) (BUILD_COMPLEX(plus_infty, minus_infty)), -M_PI_4l); check ("carg (-inf +i inf) == +3*pi/4", - FUNC(carg) (BUILD_COMPLEX(minus_infty, plus_infty)), 3 * M_PI_4); + FUNC(carg) (BUILD_COMPLEX(minus_infty, plus_infty)), 3 * M_PI_4l); check ("carg (-inf -i inf) == -3*pi/4", - FUNC(carg) (BUILD_COMPLEX(minus_infty, minus_infty)), -3 * M_PI_4); + FUNC(carg) (BUILD_COMPLEX(minus_infty, minus_infty)), -3 * M_PI_4l); } diff --git a/math/math.h b/math/math.h index ae83262338..5103f2ef3c 100644 --- a/math/math.h +++ b/math/math.h @@ -1,5 +1,5 @@ /* Declarations for math functions. - Copyright (C) 1991, 92, 93, 95, 96, 97 Free Software Foundation, Inc. + Copyright (C) 1991, 92, 93, 95, 96, 97, 98 Free Software Foundation, Inc. This file is part of the GNU C Library. The GNU C Library is free software; you can redistribute it and/or @@ -262,41 +262,41 @@ extern int matherr __P ((struct exception *__exc)); #endif /* SVID */ -#if defined __USE_BSD || defined __USE_UNIX98 - /* Some useful constants. */ -# define M_E _Mldbl(2.7182818284590452354) /* e */ -# define M_LOG2E _Mldbl(1.4426950408889634074) /* log_2 e */ -# define M_LOG10E _Mldbl(0.43429448190325182765) /* log_10 e */ -# define M_LN2 _Mldbl(0.69314718055994530942) /* log_e 2 */ -# define M_LN10 _Mldbl(2.30258509299404568402) /* log_e 10 */ -# define M_PI _Mldbl(3.14159265358979323846) /* pi */ -# define M_PI_2 _Mldbl(1.57079632679489661923) /* pi/2 */ -# define M_PI_4 _Mldbl(0.78539816339744830962) /* pi/4 */ -# define M_1_PI _Mldbl(0.31830988618379067154) /* 1/pi */ -# define M_2_PI _Mldbl(0.63661977236758134308) /* 2/pi */ -# define M_2_SQRTPI _Mldbl(1.12837916709551257390) /* 2/sqrt(pi) */ -# define M_SQRT2 _Mldbl(1.41421356237309504880) /* sqrt(2) */ -# define M_SQRT1_2 _Mldbl(0.70710678118654752440) /* 1/sqrt(2) */ - +#if defined __USE_BSD || defined __USE_UNIX98 +# define M_E 2.7182818284590452354 /* e */ +# define M_LOG2E 1.4426950408889634074 /* log_2 e */ +# define M_LOG10E 0.43429448190325182765 /* log_10 e */ +# define M_LN2 0.69314718055994530942 /* log_e 2 */ +# define M_LN10 2.30258509299404568402 /* log_e 10 */ +# define M_PI 3.14159265358979323846 /* pi */ +# define M_PI_2 1.57079632679489661923 /* pi/2 */ +# define M_PI_4 0.78539816339744830962 /* pi/4 */ +# define M_1_PI 0.31830988618379067154 /* 1/pi */ +# define M_2_PI 0.63661977236758134308 /* 2/pi */ +# define M_2_SQRTPI 1.12837916709551257390 /* 2/sqrt(pi) */ +# define M_SQRT2 1.41421356237309504880 /* sqrt(2) */ +# define M_SQRT1_2 0.70710678118654752440 /* 1/sqrt(2) */ #endif -/* Our constants might specify more precision than `double' can represent. - Use `long double' constants in standard and GNU C, where they are - supported and the cast to `double'. - - If the constants are use in code which does not use prototypes, one - might get problems if a function takes a `double' argument and any - of the constants are provided as the argument. In this case, cast - the argument to `double'. - - Please note we define the macro even if the constants are not defined. - This helps us to use the macros in other places. */ -#if (__STDC__ - 0 || __GNUC__ - 0) && defined __USE_GNU -# define _Mldbl(x) x##L -#else /* Traditional C. */ -# define _Mldbl(x) x -#endif /* Standard or GNU C. */ +/* The above constants are not adequate for computation using `long double's. + Therefore we provide as an extension constants with similar names as a + GNU extension. */ +#ifdef __USE_GNU +# define M_El 2.7182818284590452354L /* e */ +# define M_LOG2El 1.4426950408889634074L /* log_2 e */ +# define M_LOG10El 0.43429448190325182765L /* log_10 e */ +# define M_LN2l 0.69314718055994530942L /* log_e 2 */ +# define M_LN10l 2.30258509299404568402L /* log_e 10 */ +# define M_PIl 3.14159265358979323846L /* pi */ +# define M_PI_2l 1.57079632679489661923L /* pi/2 */ +# define M_PI_4l 0.78539816339744830962L /* pi/4 */ +# define M_1_PIl 0.31830988618379067154L /* 1/pi */ +# define M_2_PIl 0.63661977236758134308L /* 2/pi */ +# define M_2_SQRTPIl 1.12837916709551257390L /* 2/sqrt(pi) */ +# define M_SQRT2l 1.41421356237309504880L /* sqrt(2) */ +# define M_SQRT1_2l 0.70710678118654752440L /* 1/sqrt(2) */ +#endif /* Get machine-dependent inline versions (if there are any). */ |