| /src/external/apache2/llvm/dist/llvm/lib/Support/ |
| MathExtras.cpp | 26 const float huge_valf = std::numeric_limits<float>::infinity();
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| /src/sys/external/bsd/compiler_rt/dist/lib/builtins/ |
| fp_add_impl.inc | 23 // Detect if a or b is zero, infinity, or NaN.
32 // +/-infinity + -/+infinity = qNaN
34 // +/-infinity + anything remaining = +/- infinity
38 // anything remaining + +/-infinity = +/-infinity
117 // If we have overflowed the type, return +/- infinity:
139 // Final rounding. The result may overflow to infinity, but that is the
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| fp_mul_impl.inc | 26 // Detect if a or b is zero, denormal, infinity, or NaN.
38 // infinity * non-zero = +/- infinity
40 // infinity * zero = NaN
45 //? non-zero * infinity = +/- infinity
47 // zero * infinity = NaN
84 // If we have overflowed the type, return +/- infinity.
110 // Final rounding. The final result may overflow to infinity, or underflow
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| fp_extend_impl.inc | 80 // a is NaN or infinity.
81 // Conjure the result by beginning with infinity, then setting the qNaN
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| /src/external/gpl3/gcc.old/dist/libphobos/src/std/math/ |
| traits.d | 70 ps & 0x7FFF_FFFF_FFFF_FFFF; // not infinity
109 assert(!isNaN(T.infinity));
110 assert(!isNaN(-T.infinity));
122 f = T.infinity;
144 return x == x && x != X.infinity && x != -X.infinity;
157 assert(!isFinite(float.infinity));
166 assert(!isFinite(double.infinity));
172 assert(!isFinite(real.infinity));
179 static assert(!isFinite(double.infinity));
[all...] |
| operations.d | 293 if (x == -real.infinity)
295 if (!(x < real.infinity)) // Infinity or NaN.
335 // NaN or Infinity
336 if (x == -real.infinity) return -real.max;
373 // First, deal with NANs and infinity
374 if (x == -real.infinity) return -real.max;
428 // First, deal with NANs and infinity
429 if (x == -x.infinity) return -x.max;
455 // First, deal with NANs and infinity
[all...] |
| exponential.d | 115 assert(pow(real.infinity, 2) == real.infinity);
376 assert(pow(2, real.infinity) == real.infinity);
448 return F.infinity;
457 return F.infinity;
466 return F.infinity;
479 return -F.infinity;
481 return F.infinity;
498 return F.infinity;
[all...] |
| rounding.d | 43 * (toward positive infinity).
59 or AL,0x08 ; // round to +infinity
78 or AL,0x08 ; // round to +infinity
115 assert(ceil(real.infinity) == real.infinity);
147 assert(ceil(double.infinity) == double.infinity);
179 assert(ceil(float.infinity) == float.infinity);
186 * (toward negative infinity)
[all...] |
| algebraic.d | 70 assert(abs(-real.infinity) == real.infinity);
310 if (u == T.infinity) return u; // hypot(inf, nan) == inf
311 if (v == T.infinity) return v; // hypot(nan, inf) == inf
377 assert(hypot(real.infinity, 1.0L) == real.infinity);
378 assert(hypot(real.infinity, real.nan) == real.infinity);
387 assert(hypot(float.infinity, 1.0f) == float.infinity);
[all...] |
| /src/external/gpl3/gcc.old/dist/libphobos/libdruntime/ |
| __builtins.di | 58 double __builtin_inf()() { return double.infinity; }
59 float __builtin_inff()() { return float.infinity; }
60 real __builtin_infl()() { return real.infinity; }
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| /src/external/gpl3/gcc.old/dist/libstdc++-v3/config/locale/dragonfly/ |
| c_locale.cc | 62 else if (__v == numeric_limits<float>::infinity())
67 else if (__v == -numeric_limits<float>::infinity())
89 else if (__v == numeric_limits<double>::infinity())
94 else if (__v == -numeric_limits<double>::infinity())
116 else if (__v == numeric_limits<long double>::infinity())
121 else if (__v == -numeric_limits<long double>::infinity())
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| /src/external/gpl3/gcc.old/dist/libstdc++-v3/config/locale/generic/ |
| c_locale.cc | 121 || __v == numeric_limits<float>::infinity()
122 || __v == -numeric_limits<float>::infinity()
168 __v == numeric_limits<double>::infinity()
169 || __v == -numeric_limits<double>::infinity())
221 __v == numeric_limits<long double>::infinity()
222 || __v == -numeric_limits<long double>::infinity())
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| /src/lib/libc/arch/vax/gen/ |
| Makefile.inc | 6 infinityf.c infinity.c infinityl.c \
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| /src/sys/external/gpl2/dts/dist/arch/arm/boot/dts/sigmastar/ |
| Makefile | 3 mstar-infinity-msc313-breadbee_crust.dtb \
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| /src/tests/usr.bin/printf/ |
| printf.sh | 817 expect2 inf infinity %f infinity
818 expect2 inf infinity %f Infinity
819 expect2 inf infinity %f INF
820 expect2 -inf -infinity %f -INF
821 expect2 ' inf' infinity %5f INF
822 expect2 ' inf' ' infinity' %9.4f INF
823 expect2 'inf ' 'infinity ' %-11.1f INF
824 expect2 ' inf' infinity %05f IN
[all...] |
| /src/external/gpl3/gcc.old/dist/gcc/d/ |
| d-port.cc | 81 return r == target.RealProperties.infinity;
94 return r == target.RealProperties.infinity;
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| d-ctfloat.cc | 94 if (overflow && r == target.RealProperties.infinity)
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| /src/external/gpl3/gcc.old/dist/libstdc++-v3/config/locale/gnu/ |
| c_locale.cc | 59 else if (__v == numeric_limits<float>::infinity())
64 else if (__v == -numeric_limits<float>::infinity())
86 else if (__v == numeric_limits<double>::infinity())
91 else if (__v == -numeric_limits<double>::infinity())
119 else if (__v == numeric_limits<long double>::infinity())
124 else if (__v == -numeric_limits<long double>::infinity())
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| /src/external/gpl3/gcc.old/dist/libphobos/src/std/ |
| complex.d | 902 return Complex!T(T.infinity, std.math.copysign(0.0, z.im));
911 assert(proj(complex(double.infinity, 5.0)) == complex(double.infinity, 0.0));
912 assert(proj(complex(5.0, -double.infinity)) == complex(double.infinity, -0.0));
1443 return Complex!T(T.infinity, -T.nan);
1450 return Complex!T(T.infinity);
1490 auto a = exp(complex(0.0, double.infinity));
1492 auto b = exp(complex(0.0, double.infinity));
1497 auto d = exp(complex(+double.infinity, 0.0))
[all...] |
| /src/external/gpl3/gcc.old/dist/libphobos/src/std/internal/math/ |
| gammafunction.d | 221 if (x == real.infinity && a != real.infinity)
224 if (x != real.infinity && a == real.infinity)
252 /// The maximum value of x for which gamma(x) < real.infinity.
299 if (x == -x.infinity) return real.nan;
300 if ( fabs(x) > MAXGAMMA ) return real.infinity;
301 if (x == 0) return 1.0 / x; // +- infinity depending on sign of x, create an exception.
333 if ( z <= PI/real.max ) return sgngam * real.infinity;
399 assert(gamma(0.0) == real.infinity);
[all...] |
| errorfunction.d | 639 * $(INTEGRAL x, $(INFINITY)) exp( - $(POWER t, 2)) dt
650 if (a == real.infinity)
652 if (a == -real.infinity)
835 if (x == -real.infinity)
837 if (x == real.infinity)
902 assert(erf(real.infinity) == 1.0);
903 assert(erf(-real.infinity) == -1.0);
906 assert(isIdentical(erfc(real.infinity),0.0));
907 assert(erfc(-real.infinity) == 2.0);
956 return real.infinity;
[all...] |
| /src/lib/libc/arch/mips/gen/ |
| ldexp.S | 69 beq t1, DEXP_INF, 9f # is it a NAN or infinity?
206 li t1, 0x7ff00000 # result is infinity (MSW)
208 mtc1 zero, $f0 # result is infinity (LSW)
209 bge v1, zero, 1f # should result be negative infinity?
210 neg.d $f0, $f0 # result is negative infinity
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| modf.S | 61 bc1f 1f # leave f0 alone if Nan, infinity
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| /src/external/gpl3/gcc.old/dist/libphobos/src/std/format/internal/ |
| floats.d | 200 assert(printFloat(float.infinity, f) == "inf");
201 assert(printFloat(-float.infinity, f) == "-inf");
207 assert(printFloat(double.infinity, f) == "inf");
208 assert(printFloat(-double.infinity, f) == "-inf");
220 assert(printFloat(real.infinity, f) == "inf");
221 assert(printFloat(-real.infinity, f) == "-inf");
1082 assert(printFloat(float.infinity, f) == "inf");
1083 assert(printFloat(-float.infinity, f) == "-inf");
1114 assert(printFloat(float.infinity, f) == " inf");
1115 assert(printFloat(-float.infinity, f) == " -inf")
[all...] |
| /src/external/gpl3/gcc.old/dist/libgcc/config/arc/ieee-754/ |
| addsf3.S | 145 bic.f 0,r9,r0; check for overflow -> infinity.
220 bic.f 0,r9,r0; check for overflow -> infinity; eq : infinity
327 bic.f 0,r9,r0; check for overflow -> infinity; eq : infinity
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