| /external/v8/test/mjsunit/ |
| D | math-pow.js | 33 assertEquals(4, Math.pow(2, 2));
34 assertEquals(2147483648, Math.pow(2, 31));
35 assertEquals(0.25, Math.pow(2, -2));
36 assertEquals(0.0625, Math.pow(2, -4));
37 assertEquals(1, Math.pow(1, 100));
38 assertEquals(0, Math.pow(0, 1000));
41 assertEquals(NaN, Math.pow(2, NaN));
42 assertEquals(NaN, Math.pow(+0, NaN));
43 assertEquals(NaN, Math.pow(-0, NaN));
44 assertEquals(NaN, Math.pow(Infinity, NaN));
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| D | delete.js | 85 assertTrue(delete a[Math.pow(2,31)-1], "delete 2^31-1");
102 o[Math.pow(2,30)-1] = 0;
103 o[Math.pow(2,31)-1] = 0;
106 assertTrue(delete o[Math.pow(2,30)]);
108 assertFalse(has(o, Math.pow(2,30)));
110 assertTrue(has(o, Math.pow(2,30)-1));
111 assertTrue(has(o, Math.pow(2,31)-1));
113 assertTrue(delete o[Math.pow(2,30)-1]);
115 assertFalse(has(o, Math.pow(2,30)-1), "delete 2^30-1");
116 assertTrue(has(o, Math.pow(2,31)-1));
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| D | array-length.js | 77 a[Math.pow(2,31)-1] = 0;
78 a[Math.pow(2,30)-1] = 0;
79 assertEquals(Math.pow(2,31), a.length);
85 a[Math.pow(2,30)-1] = Math.pow(2,30)-1;
86 a[Math.pow(2,31)-1] = Math.pow(2,31)-1;
87 a[Math.pow(2,32)-2] = Math.pow(2,32)-2;
89 assertEquals(Math.pow(2,30)-1, a[Math.pow(2,30)-1]);
90 assertEquals(Math.pow(2,31)-1, a[Math.pow(2,31)-1]);
91 assertEquals(Math.pow(2,32)-2, a[Math.pow(2,32)-2]);
93 assertEquals(Math.pow(2,32)-1, a.length);
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| D | constant-folding-2.js | 156 assertEquals(1.0, Math.pow(1.0, 0.5));
158 assertEquals("Infinity", String(Math.pow(Infinity, 0.5)));
160 assertEquals(0, Math.pow(Infinity, -0.5));
181 assertEquals(Math.pow(2, 52) + 1, Math.round(Math.pow(2, 52) + 1));
203 assertEquals(Math.pow(2, 52) + 1, Math.floor(Math.pow(2, 52) + 1));
207 assertEquals(2.25, Math.pow(1.5, 2));
208 assertTrue(1.8 < Math.pow(1.5, 1.5) && Math.pow(1.5, 1.5) < 1.9);
209 assertEquals("Infinity", String(Math.pow(Infinity, 0.5)));
210 assertEquals("Infinity", String(Math.pow(-Infinity, 0.5)));
211 assertEquals(0, Math.pow(Infinity, -0.5));
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| D | in.js | 109 o[Math.pow(2,30)-1] = 0;
110 o[Math.pow(2,31)-1] = 0;
115 assertFalse(Math.pow(2,30)-2 in o);
116 assertTrue(Math.pow(2,30)-1 in o);
117 assertFalse(Math.pow(2,30)-0 in o);
118 assertTrue(Math.pow(2,31)-1 in o);
134 a[Math.pow(2,30)-1] = 0;
135 a[Math.pow(2,31)-1] = 0;
140 assertFalse(Math.pow(2,30)-2 in a, "Math.pow(2,30)-2 in a");
141 assertTrue(Math.pow(2,30)-1 in a, "Math.pow(2,30)-1 in a");
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| D | math-round.js | 153 var ulp = Math.pow(2, -1022 - 52);
154 var max_denormal = (Math.pow(2, 52) - 1) * ulp;
155 var min_normal = Math.pow(2, -1022);
156 var max_fraction = Math.pow(2, 52) - 0.5;
157 var min_nonfraction = Math.pow(2, 52);
160 var max_smi31 = Math.pow(2,30) - 1;
161 var min_smi31 = -Math.pow(2,30);
162 var max_smi32 = Math.pow(2,31) - 1;
163 var min_smi32 = -Math.pow(2,31);
170 testRound(Math.pow(2,52), max_fraction);
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| D | toint32.js | 86 var base = Math.pow(2, 64);
118 var bignum = Math.pow(2, 84) - Math.pow(2, 31);
119 assertEquals(-Math.pow(2,31), toInt32(bignum));
120 assertEquals(-Math.pow(2,31), toInt32(-bignum));
123 assertEquals(0, toInt32(bignum - Math.pow(2,31)));
124 assertEquals(0, toInt32(-(bignum - Math.pow(2,31))));
127 var max_fraction = (1 - Math.pow(2,-53));
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| /external/ceres-solver/internal/ceres/ |
| D | autodiff_test.cc | 392 y[0] = *x0 + pow(*x1, 2); in operator ()()
400 y[0] = *x0 + pow(*x1, 2) + pow(*x2, 3); in operator ()()
412 y[0] = *x0 + pow(*x1, 2) + pow(*x2, 3) + pow(*x3, 4); in operator ()()
425 y[0] = *x0 + pow(*x1, 2) + pow(*x2, 3) + pow(*x3, 4) + pow(*x4, 5); in operator ()()
439 y[0] = *x0 + pow(*x1, 2) + pow(*x2, 3) + pow(*x3, 4) + pow(*x4, 5) + in operator ()()
440 pow(*x5, 6); in operator ()()
455 y[0] = *x0 + pow(*x1, 2) + pow(*x2, 3) + pow(*x3, 4) + pow(*x4, 5) + in operator ()()
456 pow(*x5, 6) + pow(*x6, 7); in operator ()()
472 y[0] = *x0 + pow(*x1, 2) + pow(*x2, 3) + pow(*x3, 4) + pow(*x4, 5) + in operator ()()
473 pow(*x5, 6) + pow(*x6, 7) + pow(*x7, 8); in operator ()()
[all …]
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| /external/llvm/test/Transforms/InstCombine/ |
| D | pow-4.ll | 1 ; Test that the pow library call simplifier works correctly.
6 declare double @llvm.pow.f64(double, double)
7 declare float @llvm.pow.f32(float, float)
9 ; pow(x, 4.0f)
12 ; CHECK-NOT: pow
16 %1 = call float @llvm.pow.f32(float %x, float 4.000000e+00)
20 ; pow(x, 3.0)
23 ; CHECK-NOT: pow
27 %1 = call double @llvm.pow.f64(double %x, double 3.000000e+00)
31 ; pow(x, 4.0)
[all …]
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| D | pow-exp.ll | 6 %pow = call double @llvm.pow.f64(double %call, double %y)
7 ret double %pow
18 %pow = call double @llvm.pow.f64(double %call1, double %p1)
19 ret double %pow
23 ; CHECK: llvm.pow.f64
26 declare double @llvm.pow.f64(double, double)
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| D | pow-exp-nofastmath.ll | 6 %pow = call double @llvm.pow.f64(double %call, double %y)
7 ret double %pow
12 ; CHECK: %pow = call double @llvm.pow.f64(double %call, double %y)
13 ; CHECK: ret double %pow
17 declare double @llvm.pow.f64(double, double)
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| D | pow-1.ll | 1 ; Test that the pow library call simplifier works correctly.
13 ; NOTE: The readonly attribute on the pow call should be preserved
14 ; in the cases below where pow is transformed into another function call.
17 declare double @pow(double, double) nounwind readonly
19 ; Check pow(1.0, x) -> 1.0.
30 %retval = call double @pow(double 1.0, double %x)
35 ; Check pow(2.0, x) -> exp2(x).
47 %retval = call double @pow(double 2.0, double %x)
53 ; Check pow(x, 0.0) -> 1.0.
64 %retval = call double @pow(double %x, double 0.0)
[all …]
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| D | log-pow-nofastmath.ll | 5 %pow = call double @llvm.pow.f64(double %x, double %y)
6 %call = call double @log(double %pow)
11 ; CHECK: %pow = call double @llvm.pow.f64(double %x, double %y)
12 ; CHECK: %call = call double @log(double %pow)
30 declare double @llvm.pow.f64(double, double)
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| D | pow-2.ll | 1 ; Test that the pow library call simplifier works correctly.
5 declare float @pow(double, double)
7 ; Check that pow functions with the wrong prototype aren't simplified.
11 %retval = call float @pow(double 1.0, double %x)
12 ; CHECK-NEXT: call float @pow(double 1.000000e+00, double %x)
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| /external/llvm/test/CodeGen/AArch64/ |
| D | sincospow-vector-expansion.ll | 24 ; CHECK: bl pow
25 ; CHECK: bl pow
26 %1 = call <2 x double> @llvm.pow.v2f64(<2 x double> %v1, <2 x double> %v2)
33 declare <2 x double> @llvm.pow.v2f64(<2 x double>, <2 x double>)
53 ; CHECK: bl pow
54 ; CHECK: bl pow
55 %1 = call <2 x float> @llvm.pow.v2f32(<2 x float> %v1, <2 x float> %v2)
61 declare <2 x float> @llvm.pow.v2f32(<2 x float>, <2 x float>)
85 ; CHECK: bl pow
86 ; CHECK: bl pow
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| /external/eigen/unsupported/test/mpreal/ |
| D | mpreal.h | 379 friend const mpreal pow (const mpreal& a, const mpreal& b, mp_rnd_t rnd_mode);
380 friend const mpreal pow (const mpreal& a, const mpz_t b, mp_rnd_t rnd_mode);
381 friend const mpreal pow (const mpreal& a, const unsigned long int b, mp_rnd_t rnd_mode);
382 friend const mpreal pow (const mpreal& a, const long int b, mp_rnd_t rnd_mode);
383 friend const mpreal pow (const unsigned long int a, const mpreal& b, mp_rnd_t rnd_mode);
384 … friend const mpreal pow (const unsigned long int a, const unsigned long int b, mp_rnd_t rnd_mode);
862 const mpreal pow(const mpreal& a, const unsigned int b, mp_rnd_t rnd_mode = mpreal::get_default_rnd…
863 const mpreal pow(const mpreal& a, const int b, mp_rnd_t rnd_mode = mpreal::get_default_rnd());
864 const mpreal pow(const mpreal& a, const long double b, mp_rnd_t rnd_mode = mpreal::get_default_rnd(…
865 const mpreal pow(const mpreal& a, const double b, mp_rnd_t rnd_mode = mpreal::get_default_rnd());
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| /external/libcxx/test/std/numerics/complex.number/cmplx.over/ |
| D | pow.pass.cpp | 43 static_assert((std::is_same<decltype(std::pow(x, y)), std::complex<V> >::value), ""); in test()
44 assert(std::pow(x, y) == pow(std::complex<V>(x, 0), std::complex<V>(y))); in test()
52 static_assert((std::is_same<decltype(std::pow(x, y)), std::complex<V> >::value), ""); in test()
53 assert(std::pow(x, y) == pow(std::complex<V>(x), std::complex<V>(y, 0))); in test()
61 static_assert((std::is_same<decltype(std::pow(x, y)), std::complex<V> >::value), ""); in test()
62 assert(std::pow(x, y) == pow(std::complex<V>(x), std::complex<V>(y))); in test()
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| /external/guava/guava-tests/test/com/google/common/math/ |
| D | BigIntegerMathTest.java | 124 BigInteger x2 = x.pow(2); in testLog2HalfUp()
135 BigInteger x2 = x.pow(2); in testLog2HalfDown()
179 assertTrue(TEN.pow(result).compareTo(x) <= 0); in testLog10Floor()
180 assertTrue(TEN.pow(result + 1).compareTo(x) > 0); in testLog10Floor()
190 assertTrue(TEN.pow(result).compareTo(x) >= 0); in testLog10Ceiling()
191 assertTrue(result == 0 || TEN.pow(result - 1).compareTo(x) < 0); in testLog10Ceiling()
201 boolean expectSuccess = TEN.pow(logFloor).equals(x); in testLog10Exact()
215 BigInteger x2 = x.pow(2); in testLog10HalfUp()
217 assertTrue(TEN.pow(2 * result + 1).compareTo(x2) > 0); in testLog10HalfUp()
219 assertTrue(result == 0 || TEN.pow(2 * result - 1).compareTo(x2) <= 0); in testLog10HalfUp()
[all …]
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| /external/pdfium/third_party/lcms2-2.6/src/ |
| D | cmscam02.c | 69 return (1.48 + pow(pMod -> n, 0.5)); in compute_z()
75 return (0.725 * pow((1.0 / pMod -> n), 0.2)); in computeNbb()
84 FL = 0.2 * pow(k, 4.0) * (5.0 * pMod->LA) + 0.1 * in computeFL()
85 (pow((1.0 - pow(k, 4.0)), 2.0)) * in computeFL()
86 (pow((5.0 * pMod->LA), (1.0 / 3.0))); in computeFL()
158 temp = pow((-1.0 * pMod->FL * clr.RGBp[i] / 100.0), 0.42); in NonlinearCompression()
162 temp = pow((pMod->FL * clr.RGBp[i] / 100.0), 0.42); in NonlinearCompression()
223 clr.J = 100.0 * pow((clr.A / pMod->adoptedWhite.A), in ComputeCorrelates()
226 clr.Q = (4.0 / pMod->c) * pow((clr.J / 100.0), 0.5) * in ComputeCorrelates()
227 (pMod->adoptedWhite.A + 4.0) * pow(pMod->FL, 0.25); in ComputeCorrelates()
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| /external/fio/ |
| D | tickmarks.c | 23 f = x / pow(10.0, exp); in nicenum()
26 return 1.0 * pow(10.0, exp); in nicenum()
28 return 2.0 * pow(10.0, exp); in nicenum()
30 return 5.0 * pow(10.0, exp); in nicenum()
31 return 10.0 * pow(10.0, exp); in nicenum()
34 return 1.0 * pow(10.0, exp); in nicenum()
36 return 2.0 * pow(10.0, exp); in nicenum()
38 return 5.0 * pow(10.0, exp); in nicenum()
39 return 10.0 * pow(10.0, exp); in nicenum()
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| /external/v8/test/mjsunit/harmony/ |
| D | exponentiation-operator.js | 81 Math.pow(3, Math.pow(2, 2)));
85 Math.pow(3, Math.pow(4, 2)));
89 Math.pow(4, Math.pow(3, 2)));
93 Math.pow(2, Math.pow(3, 2)));
255 Math.pow = function(a, b) { function
264 Math.pow = MathPow;
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| /external/fio/lib/ |
| D | zipf.c | 29 zs->zetan += pow(1.0 / (double) (i + 1), zs->theta); in zipf_update()
48 zs->zeta2 = pow(1.0, zs->theta) + pow(0.5, zs->theta); in zipf_init()
60 eta = (1.0 - pow(2.0 / n, 1.0 - zs->theta)) / (1.0 - zs->zeta2 / zs->zetan); in zipf_next()
67 else if (rand_z < (1.0 + pow(0.5, zs->theta))) in zipf_next()
70 val = 1 + (unsigned long long)(n * pow(eta*rand_uni - eta + 1.0, alpha)); in zipf_next()
87 return (__hash_u64(n * pow(rand, zs->pareto_pow)) + zs->rand_off) % zs->nranges; in pareto_next()
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| /external/libgdx/gdx/src/com/badlogic/gdx/math/ |
| D | Interpolation.java | 135 if (a <= 0.5f) return (float)Math.pow(a * 2, power) / 2; in apply()
136 return (float)Math.pow((a - 1) * 2, power) / (power % 2 == 0 ? -2 : 2) + 1; in apply()
146 return (float)Math.pow(a, power); in apply()
156 return (float)Math.pow(a - 1, power) * (power % 2 == 0 ? -1 : 1) + 1; in apply()
168 min = (float)Math.pow(value, -power); in Exp()
173 if (a <= 0.5f) return ((float)Math.pow(value, power * (a * 2 - 1)) - min) * scale / 2; in apply()
174 return (2 - ((float)Math.pow(value, -power * (a * 2 - 1)) - min) * scale) / 2; in apply()
184 return ((float)Math.pow(value, power * (a - 1)) - min) * scale; in apply()
194 return 1 - ((float)Math.pow(value, -power * a) - min) * scale; in apply()
213 return (float)Math.pow(value, power * (a - 1)) * MathUtils.sin(a * bounces) * scale / 2; in apply()
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| /external/v8/test/mjsunit/regress/ |
| D | regress-397.js | 33 assertEquals("Infinity", String(Math.pow(Infinity, 0.5)));
34 assertEquals(0, Math.pow(Infinity, -0.5));
36 assertEquals("Infinity", String(Math.pow(-Infinity, 0.5)));
37 assertEquals(0, Math.pow(-Infinity, -0.5));
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| /external/mesa3d/src/glsl/builtins/ir/ |
| D | pow.ir | 1 ((function pow
6 ((return (expression float pow (var_ref arg0) (var_ref arg1)))))
12 ((return (expression vec2 pow (var_ref arg0) (var_ref arg1)))))
18 ((return (expression vec3 pow (var_ref arg0) (var_ref arg1)))))
24 ((return (expression vec4 pow (var_ref arg0) (var_ref arg1)))))
|