/external/webkit/JavaScriptCore/tests/mozilla/ecma/Math/ |
D | 15.8.2.17.js | 50 …array[item++] = new TestCase( SECTION, "Math.sqrt.length", 1, Math.sqrt.length ); 52 array[item++] = new TestCase( SECTION, "Math.sqrt()", Number.NaN, Math.sqrt() ); 53 …array[item++] = new TestCase( SECTION, "Math.sqrt(void 0)", Number.NaN, Math.sqrt(void 0) … 54 … array[item++] = new TestCase( SECTION, "Math.sqrt(null)", 0, Math.sqrt(null) ); 55 array[item++] = new TestCase( SECTION, "Math.sqrt(true)", 1, Math.sqrt(1) ); 56 …array[item++] = new TestCase( SECTION, "Math.sqrt(false)", 0, Math.sqrt(false) ); 57 …array[item++] = new TestCase( SECTION, "Math.sqrt('225')", 15, Math.sqrt('225') ); 59 …array[item++] = new TestCase( SECTION, "Math.sqrt(NaN)", Number.NaN, Math.sqrt(Number.N… 60 …array[item++] = new TestCase( SECTION, "Math.sqrt(-Infinity)", Number.NaN, Math.sqrt(Number.N… 61 array[item++] = new TestCase( SECTION, "Math.sqrt(-1)", Number.NaN, Math.sqrt(-1)); [all …]
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/external/stlport/test/unit/ |
D | resolve_name.cpp | 12 d = sqrt( d ); in f() 13 d = ::sqrt( d ); in f() 14 d = std::sqrt( d ); in f() 26 d = sqrt( d ); in g() 27 d = ::sqrt( d ); in g() 28 d = std::sqrt( d ); in g() 44 d = sqrt( d ); in h() 45 d = ::sqrt( d ); in h() 46 d = std::sqrt( d ); in h() 55 using std::sqrt; in sqroot() [all …]
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D | cmath_test.cpp | 80 CPPUNIT_CHECK( are_equals(std::sqrt(4.0), 2.0) ); in import_checks() 114 CPPUNIT_CHECK( are_equals(std::sqrt(4.0f), 2.0f) ); in import_checks() 140 CPPUNIT_CHECK( are_equals(std::sqrt(4.0l), 2.0l) ); in import_checks() 164 CPPUNIT_CHECK( are_equals(std::sqrt(std::sqrt(std::sqrt(256.0))), 2.0) ); in import_checks() 165 CPPUNIT_CHECK( are_equals(std::sqrt(std::sqrt(std::sqrt(256.0f))), 2.0f) ); in import_checks() 167 CPPUNIT_CHECK( are_equals(std::sqrt(std::sqrt(std::sqrt(256.0l))), 2.0l) ); in import_checks()
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D | valarray_test.cpp | 59 tmp = sqrt(darray); in transcendentals() 85 tmp = sqrt(farray); in transcendentals() 112 tmp = sqrt(ldarray); in transcendentals()
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D | unary.h | 21 { return ::sqrt(x_); } in operator()
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/external/libvpx/vp8/common/ppc/ |
D | idctllm_altivec.asm | 48 vaddsws v4, v4, v0 ;# ip[ 4] * sin(pi/8) * sqrt(2) 52 vsraw v5, v5, v12 ;# ip[12] * cos(pi/8) * sqrt(2) 59 vaddsws v3, v3, v1 ;# ip[12] * sin(pi/8) * sqrt(2) 62 vsraw v5, v5, v12 ;# ip[ 4] * cos(pi/8) * sqrt(2) 92 vaddsws v4, v4, v1 ;# ip[ 4] * sin(pi/8) * sqrt(2) 95 vsraw v5, v5, v12 ;# ip[12] * cos(pi/8) * sqrt(2) 102 vaddsws v2, v2, v3 ;# ip[12] * sin(pi/8) * sqrt(2) 105 vsraw v5, v5, v12 ;# ip[ 4] * cos(pi/8) * sqrt(2)
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/external/stlport/stlport/stl/config/ |
D | _como.h | 89 # define sqrtl sqrt 127 # define sqrtf sqrt 128 # define sqrtl sqrt 163 # define sqrtl sqrt
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/external/stlport/stlport/stl/ |
D | _cmath.h | 345 … (abs, acos, asin, atan, atan2, cos, cosh, exp, fabs, fmod, log, log10, sin, sinh, sqrt, tan, tanh) 379 _STLP_DMATH_INLINE(sqrt) in _STLP_DMATH_INLINE() 405 # if defined (sqrt) 406 inline double __stlp_sqrt(double __x) { return sqrt(__x); } in __stlp_sqrt() 407 # undef sqrt 408 inline double sqrt(double __x) { return __stlp_sqrt(__x); } in sqrt() function 450 _STLP_DEF_MATH_INLINE(sqrt, sqrt) 498 inline long double hypot(long double x, long double y) { return sqrt(x * x + y * y); } in _STLP_MATH_INLINE2XX() 504 inline double hypot(double x, double y) { return sqrt(x * x + y * y); } in hypot() 515 … (abs, acos, asin, atan, atan2, cos, cosh, exp, fabs, fmod, log, log10, sin, sinh, sqrt, tan, tanh) [all …]
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/external/libvpx/vp8/decoder/x86/ |
D | dequantize_mmx.asm | 102 paddw mm5, mm1 ; ip1 * sin(pi/8) * sqrt(2) 107 paddw mm7, mm3 ; ip3 * cos(pi/8) * sqrt(2) 157 paddw mm5, mm1 ; ip1 * sin(pi/8) * sqrt(2) 162 paddw mm7, mm3 ; ip3 * cos(pi/8) * sqrt(2) 304 paddw mm5, mm1 ; ip1 * sin(pi/8) * sqrt(2) 309 paddw mm7, mm3 ; ip3 * cos(pi/8) * sqrt(2) 359 paddw mm5, mm1 ; ip1 * sin(pi/8) * sqrt(2) 364 paddw mm7, mm3 ; ip3 * cos(pi/8) * sqrt(2)
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/external/qemu/android/skin/ |
D | trackball.c | 57 double len = sqrt( x*x + y*y + z*z ); in fixedvector_len() 91 return (int) sqrt( dx*1.0*dx + dy*1.0*dy ); in norm() 111 double len = sqrt( dx*dx + dy*dy ); in rotator_reset() 290 double invlen = 1/sqrt( x*x + y*y + z*z ); in trackball_init() 316 double r0 = sqrt( x0*x0 + y0*y0 ); in trackball_init() 322 double rz = sqrt( 1.0 - rx*rx - ry*ry ); in trackball_init() 343 double lir = 1/sqrt(lx*lx + ly*ly + lz*lz); in trackball_init()
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/external/speex/libspeex/ |
D | scal.c | 176 beta = 1-sqrt(.4*amount); in speex_decorrelate() 241 gain = coef*sqrt(.1+st->curve[i]); in speex_decorrelate() 245 frame[0] = coef*uni_rand(&st->seed)*sqrt(.1+st->curve[0]); in speex_decorrelate() 246 frame[2*st->frame_size-1] = coef*uni_rand(&st->seed)*sqrt(.1+st->curve[st->frame_size-1]); in speex_decorrelate()
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/external/libvpx/vp8/common/x86/ |
D | idctllm_sse2.asm | 164 paddw xmm5, xmm1 ; ip1 * sin(pi/8) * sqrt(2) 169 paddw xmm7, xmm3 ; ip3 * cos(pi/8) * sqrt(2) 233 paddw xmm5, xmm1 ; ip1 * sin(pi/8) * sqrt(2) 238 paddw xmm7, xmm3 ; ip3 * cos(pi/8) * sqrt(2) 509 paddw xmm5, xmm1 ; ip1 * sin(pi/8) * sqrt(2) 514 paddw xmm7, xmm3 ; ip3 * cos(pi/8) * sqrt(2) 578 paddw xmm5, xmm1 ; ip1 * sin(pi/8) * sqrt(2) 583 paddw xmm7, xmm3 ; ip3 * cos(pi/8) * sqrt(2)
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D | idctllm_mmx.asm | 62 paddw mm5, mm1 ; ip1 * sin(pi/8) * sqrt(2) 67 paddw mm7, mm3 ; ip3 * cos(pi/8) * sqrt(2) 117 paddw mm5, mm1 ; ip1 * sin(pi/8) * sqrt(2) 122 paddw mm7, mm3 ; ip3 * cos(pi/8) * sqrt(2)
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/external/stlport/src/ |
D | complex.cpp | 176 result._M_re = ::sqrt(0.5f * (mag + re)); in sqrtT() 179 result._M_im = ::sqrt(0.5f * (mag - re)); in sqrtT() 188 sqrt(const complex<float>& z) { return sqrtT(z); } in sqrt() function 191 sqrt(const complex<double>& z) { return sqrtT(z); } in sqrt() function 195 sqrt(const complex<long double>& z) { return sqrtT(z); } in sqrt() function
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/external/skia/src/animator/ |
D | SkDisplayMath.cpp | 70 SK_FUNCTION(sqrt), 142 SK_MEMBER_FUNCTION(sqrt, Float), 220 case SK_FUNCTION(sqrt): { in executeFunction()
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/external/webkit/WebCore/platform/graphics/filters/ |
D | FEGaussianBlur.cpp | 116 …unsigned sdx = static_cast<unsigned>(floor(m_x * filter->filterResolution().width() * 3 * sqrt(2 *… in apply() 117 …unsigned sdy = static_cast<unsigned>(floor(m_y * filter->filterResolution().height() * 3 * sqrt(2 … in apply()
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/external/webkit/JavaScriptCore/runtime/ |
D | MathObject.cpp | 97 …putDirectWithoutTransition(Identifier(exec, "SQRT1_2"), jsNumber(exec, sqrt(0.5)), DontDelete | Do… in MathObject() 98 …putDirectWithoutTransition(Identifier(exec, "SQRT2"), jsNumber(exec, sqrt(2.0)), DontDelete | Dont… in MathObject() 232 return jsDoubleNumber(exec, sqrt(args.at(0).toNumber(exec))); in mathProtoFuncSqrt()
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/external/webkit/SunSpider/tests/sunspider-0.9/ |
D | access-nbody.js | 107 distance = Math.sqrt(dx*dx + dy*dy + dz*dz); 147 distance = Math.sqrt(dx*dx + dy*dy + dz*dz);
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/external/webkit/SunSpider/tests/sunspider-0.9.1/ |
D | access-nbody.js | 107 distance = Math.sqrt(dx*dx + dy*dy + dz*dz); 147 distance = Math.sqrt(dx*dx + dy*dy + dz*dz);
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/external/quake/quake/src/QW/client/ |
D | cl_cam.c | 76 forward = sqrt (vec[0]*vec[0] + vec[1]*vec[1]); in vectoangles() 89 return sqrt(v[0]*v[0] + v[1]*v[1] + v[2]*v[2]); in vlen() 169 len = sqrt(v[0]*v[0] + v[1]*v[1] + v[2]*v[2]); in Cam_TryFlyby() 174 len = sqrt(v[0]*v[0] + v[1]*v[1] + v[2]*v[2]); in Cam_TryFlyby()
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/external/webkit/SunSpider/resources/ |
D | sunspider-compare-results.js | 195 return Math.sqrt(variance); 214 var sqrtCount = Math.sqrt(count); 300 var t = (mean1 - mean2) / (Math.sqrt((stdErr1 * stdErr1) + (stdErr1 * stdErr2)));
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D | sunspider-analyze-results.js | 132 return Math.sqrt(variance); 150 var sqrtCount = Math.sqrt(count);
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/external/srec/srec/clib/ |
D | jacobi.c | 129 t = 1.0 / (fabs(theta) + sqrt(1.0 + theta * theta)); in Jacobi() 133 c = 1.0 / sqrt(1 + t * t); in Jacobi()
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/external/tremolo/Tremolo/ |
D | os.h | 63 # define FAST_HYPOT(a, b) sqrt((a)*(a) + (b)*(b))
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/external/webkit/JavaScriptCore/tests/mozilla/js1_6/ |
D | shell.js | 305 this.Syx = Math.sqrt(Syx2); 306 this.r = Math.sqrt(r2);
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