| /netbsd-src/external/gpl3/gdb/dist/sim/testsuite/sh/ |
| H A D | fabs.s | 1 # sh testcase for fabs 13 # fabs(0.0) = 0.0. 15 fabs fr0 21 # fabs(1.0) = 1.0. 23 fabs fr0 29 # fabs(-1.0) = 1.0. 32 fabs fr0 59 # fabs(0.0) = 0.0. 63 fabs dr0 66 # fabs(1.0) = 1.0. [all …]
|
| /netbsd-src/external/gpl3/gcc/dist/libphobos/src/std/math/ |
| H A D | algebraic.d | 53 return fabs(x); 129 real fabs(real x) @safe pure nothrow @nogc { return core.math.fabs(x); } in pragma() 133 double fabs(double x) @safe pure nothrow @nogc { return core.math.fabs(x); } in pragma() 137 float fabs(float x) @safe pure nothrow @nogc { return core.math.fabs(x); } in pragma() 144 assert(isIdentical(fabs(0.0f), 0.0f)); 145 assert(isIdentical(fabs(-0.0f), 0.0f)); 146 assert(fabs(-10.0f) == 10.0f); 148 assert(isIdentical(fabs(0.0), 0.0)); 149 assert(isIdentical(fabs(-0.0), 0.0)); 150 assert(fabs(-10.0) == 10.0); [all …]
|
| H A D | trigonometry.d | 93 import std.math.algebraic : fabs; 96 assert(fabs(f - -0.416147f) < .00001); 99 assert(fabs(d - -0.416147f) < .00001); 102 assert(fabs(r - -0.416147f) < .00001); 155 import std.math.algebraic : fabs; 158 assert(fabs(f - -0.909297f) < .00001); 161 assert(fabs(d - -0.909297f) < .00001); 164 assert(fabs(r - -0.909297f) < .00001); 525 import std.math.algebraic : fabs; 529 assert(fabs(f - 2.18504f) < .00001); [all …]
|
| /netbsd-src/external/gpl3/gcc.old/dist/libphobos/src/std/internal/math/ |
| H A D | gammafunction.d | 297 if ( fabs(x) > MAXGAMMA ) return real.infinity; in gamma() 300 q = fabs(x); in gamma() 329 z = fabs(z) * gammaStirling(q); in gamma() 453 if (fabs(x) == x.infinity) return x.infinity; in logGamma() 493 if ( fabs(x) <= 0.03125 ) in logGamma() 503 return log( fabs(q) ); in logGamma() 509 z = fabs(z); in logGamma() 566 assert( feqrel(log(fabs(gamma(testpoints[i]))), testpoints[i+1]) > real.mant_dig-5); 569 assert(logGamma(-50.2) == log(fabs(gamma(-50.2)))); 570 assert(logGamma(-0.008) == log(fabs(gamma(-0.008)))); [all …]
|
| /netbsd-src/external/gpl3/gcc/dist/libphobos/src/std/internal/math/ |
| H A D | gammafunction.d | 24 import core.math : fabs, sin, sqrt; 300 if ( fabs(x) > MAXGAMMA ) return real.infinity; in gamma() 303 q = fabs(x); in gamma() 332 z = fabs(z) * gammaStirling(q); in gamma() 456 if (fabs(x) == x.infinity) return x.infinity; in logGamma() 496 if ( fabs(x) <= 0.03125L ) in logGamma() 506 return log( fabs(q) ); in logGamma() 512 z = fabs(z); in logGamma() 569 assert( feqrel(log(fabs(gamma(testpoints[i]))), testpoints[i+1]) > real.mant_dig-5); 572 assert(feqrel(logGamma(-50.2L),log(fabs(gamma(-50.2L)))) > real.mant_dig-2); [all …]
|
| /netbsd-src/lib/libm/complex/ |
| H A D | catrig.c | 51 #define isinf(x) (fabs(x) == INFINITY) 206 } else if (x >= DBL_EPSILON * fabs(y - 1)) { in do_hard_work() 259 } else if (x >= DBL_EPSILON * fabs(y - 1)) { in do_hard_work() 306 ax = fabs(x); in casinh() 307 ay = fabs(y); in casinh() 390 ax = fabs(x); in cacos() 391 ay = fabs(y); in cacos() 414 rx = fabs(cimag(w)); in cacos() 467 return (CMPLX(fabs(ry), rx)); in cacosh() 471 return (CMPLX(fabs(ry), copysign(rx, cimag(z)))); in cacosh() [all …]
|
| H A D | csqrt.c | 73 if ((fabs(x) > 4.0) || (fabs(y) > 4.0)) { in csqrt() 92 r = scale * fabs((0.5 * y) / t ); in csqrt() 96 t = scale * fabs((0.5 * y) / r); in csqrt()
|
| H A D | cephes_subr.c | 44 if (fabs(x) <= 0.5) { in _cchsh() 90 x = fabs(2.0 * creal(z)); in _ctans() 91 y = fabs(2.0 * cimag(z)); in _ctans() 122 } while (fabs(t/d) > MACHEP); in _ctans()
|
| /netbsd-src/lib/libc/arch/powerpc/gen/ |
| H A D | fabs_ieee754.S | 9 STRONG_ALIAS(fabsl, fabs) 11 ENTRY(fabs) 12 fabs %f1,%f1 14 END(fabs)
|
| /netbsd-src/lib/libm/src/ |
| H A D | e_cosh.c | 60 t = expm1(fabs(x)); in __ieee754_cosh() 68 t = __ieee754_exp(fabs(x)); in __ieee754_cosh() 73 if (ix < 0x40862E42) return half*__ieee754_exp(fabs(x)); in __ieee754_cosh() 79 w = __ieee754_exp(half*fabs(x)); in __ieee754_cosh()
|
| H A D | s_asinh.c | 49 w = __ieee754_log(fabs(x))+ln2; in asinh() 51 t = fabs(x); in asinh() 55 w =log1p(fabs(x)+t/(one+__ieee754_sqrt(one+t))); in asinh()
|
| H A D | e_sinh.c | 61 t = expm1(fabs(x)); in __ieee754_sinh() 67 if (ix < 0x40862E42) return h*__ieee754_exp(fabs(x)); in __ieee754_sinh() 72 w = __ieee754_exp(0.5*fabs(x)); in __ieee754_sinh()
|
| /netbsd-src/lib/libc/arch/aarch64/gen/ |
| H A D | fabs_ieee754.S | 36 ENTRY(fabs) 37 fabs d0, d0 define 39 END(fabs)
|
| /netbsd-src/lib/libm/arch/riscv/ |
| H A D | s_fabs.S | 7 ENTRY(fabs) 8 fabs.d fa0, fa0 10 END(fabs)
|
| /netbsd-src/lib/libc/arch/i386/gen/ |
| H A D | fabs.S | 42 ENTRY(fabs) 44 fabs 46 END(fabs)
|
| /netbsd-src/lib/libc/arch/alpha/gen/ |
| H A D | fabs.S | 32 STRONG_ALIAS(fabsl, fabs) 34 LEAF(fabs, 1) 37 END(fabs)
|
| /netbsd-src/lib/libc/arch/vax/gen/ |
| H A D | fabs.S | 37 STRONG_ALIAS(fabsl, fabs) 41 ENTRY(fabs, 0) 47 END(fabs)
|
| /netbsd-src/lib/libc/arch/m68k/gen/ |
| H A D | fabs.S | 38 STRONG_ALIAS(fabsl, fabs) 41 ENTRY(fabs) 51 END(fabs)
|
| /netbsd-src/lib/libc/arch/mips/gen/ |
| H A D | fabs.S | 50 STRONG_ALIAS(fabsl, fabs) 59 LEAF(fabs) 62 END(fabs)
|
| /netbsd-src/lib/libc/arch/sparc/gen/ |
| H A D | fabs.S | 49 STRONG_ALIAS(fabsl, fabs) 51 ENTRY(fabs) 56 END(fabs)
|
| /netbsd-src/tests/lib/libc/stdlib/ |
| H A D | t_strtod.c | 125 ATF_CHECK_EQ_MSG(fabs(d), 0, "d=%g=%a, fabs(d)=%g=%a", in ATF_TC_BODY() 126 d, d, fabs(d), fabs(d)); in ATF_TC_BODY() 133 ATF_CHECK_EQ_MSG(fabs(d), 0, "d=%g=%a fabs(d)=%g=%a", in ATF_TC_BODY() 134 d, d, fabs(d), fabs(d)); in ATF_TC_BODY()
|
| /netbsd-src/tests/lib/libm/ |
| H A D | t_pow.c | 96 ATF_CHECK_MSG(fabs(z) == 0.0, "x=%a z=%s=%a", x, "pow(x, -3.0)", z); in ATF_TC_BODY() 100 ATF_CHECK_MSG(fabs(z) == 0.0, "x=%a z=%s=%a", x, "pow(x, -4.0)", z); in ATF_TC_BODY() 124 ATF_CHECK_MSG(fabs(z) == 0.0, "y=%a z=%s=%a", y, "pow(1.1, y)", z); in ATF_TC_BODY() 144 ATF_CHECK_MSG(fabs(z) == 0.0, "x=%a z=%s=%a", x, "pow(x, -2.0)", z); in ATF_TC_BODY() 168 ATF_CHECK_MSG(fabs(z) == 0, "y=%a z=%s=%a", y, "pow(0.1, y)", z); in ATF_TC_BODY() 240 ATF_CHECK_MSG(fabs(z) == 0.0, "z=%a", z); in ATF_TC_BODY() 244 ATF_CHECK_MSG(fabs(z) == 0.0, "z=%a", z); in ATF_TC_BODY() 252 ATF_CHECK_MSG(fabs(z) == 0.0, "z=%a", z); in ATF_TC_BODY() 256 ATF_CHECK_MSG(fabs(z) == 0.0, "z=%a", z); in ATF_TC_BODY()
|
| H A D | t_asin.c | 128 if (!(fabs((asin(x) - y)/y) <= eps)) in ATF_TC_BODY() 145 if (fabs(y) > 0.0 || signbit(y) == 0) in ATF_TC_BODY() 160 if (fabs(y) > 0.0 || signbit(y) != 0) in ATF_TC_BODY() 242 if (fabs(x) == 0.5) in ATF_TC_BODY() 251 if (fabs(x) == 0.5) in ATF_TC_BODY()
|
| /netbsd-src/external/gpl3/gcc/dist/libphobos/libdruntime/core/ |
| H A D | math.d | 153 float fabs(float x); 154 double fabs(double x); /// ditto 155 real fabs(real x); /// ditto 244 return fabs((lhs - rhs) / rhs) <= 1e-2 || fabs(lhs - rhs) <= 1e-5; in approxEqual()
|
| /netbsd-src/external/gpl3/gcc/dist/libgcc/config/rs6000/ |
| H A D | ibm-ldouble.c | 52 #define fabs(x) __builtin_fabs(x) macro 58 #define nonfinite(a) unlikely (! isless (fabs (a), inf ())) 130 if (fabs (z) != inf()) in ldouble_qadd_internal() 137 if (fabs(a) > fabs(c)) in ldouble_qadd_internal() 222 if (fabs (a) <= 0x1p-969) in __gcc_qdiv()
|