| /third_party/musl/libc-test/src/api/ |
| D | complex.c | 5 T(float complex) in f()
7 {const float complex c = _Complex_I;} in f()
8 {const float complex c = I;} in f()
10 {double(*p)(double complex) = cabs;} in f()
11 {float(*p)(float complex) = cabsf;} in f()
12 {long double(*p)(long double complex) = cabsl;} in f()
13 {double complex(*p)(double complex) = cacos;} in f()
14 {float complex(*p)(float complex) = cacosf;} in f()
15 {double complex(*p)(double complex) = cacosh;} in f()
16 {float complex(*p)(float complex) = cacoshf;} in f()
[all …]
|
| /third_party/musl/ndk_musl_include/ |
| D | complex.h | 8 #define complex _Complex macro
16 double complex cacos(double complex);
17 float complex cacosf(float complex);
18 long double complex cacosl(long double complex);
20 double complex casin(double complex);
21 float complex casinf(float complex);
22 long double complex casinl(long double complex);
24 double complex catan(double complex);
25 float complex catanf(float complex);
26 long double complex catanl(long double complex);
[all …]
|
| /third_party/musl/porting/liteos_m/kernel/include/ |
| D | complex.h | 8 #define complex _Complex macro
16 double complex cacos(double complex);
17 float complex cacosf(float complex);
18 long double complex cacosl(long double complex);
20 double complex casin(double complex);
21 float complex casinf(float complex);
22 long double complex casinl(long double complex);
24 double complex catan(double complex);
25 float complex catanf(float complex);
26 long double complex catanl(long double complex);
[all …]
|
| /third_party/musl/include/ |
| D | complex.h | 8 #define complex _Complex macro
16 double complex cacos(double complex);
17 float complex cacosf(float complex);
18 long double complex cacosl(long double complex);
20 double complex casin(double complex);
21 float complex casinf(float complex);
22 long double complex casinl(long double complex);
24 double complex catan(double complex);
25 float complex catanf(float complex);
26 long double complex catanl(long double complex);
[all …]
|
| /third_party/musl/porting/uniproton/kernel/include/ |
| D | complex.h | 8 #define complex _Complex macro
16 double complex cacos(double complex);
17 float complex cacosf(float complex);
18 long double complex cacosl(long double complex);
20 double complex casin(double complex);
21 float complex casinf(float complex);
22 long double complex casinl(long double complex);
24 double complex catan(double complex);
25 float complex catanf(float complex);
26 long double complex catanl(long double complex);
[all …]
|
| /third_party/musl/porting/liteos_a/kernel/include/ |
| D | complex.h | 8 #define complex _Complex macro
16 double complex cacos(double complex);
17 float complex cacosf(float complex);
18 long double complex cacosl(long double complex);
20 double complex casin(double complex);
21 float complex casinf(float complex);
22 long double complex casinl(long double complex);
24 double complex catan(double complex);
25 float complex catanf(float complex);
26 long double complex catanl(long double complex);
[all …]
|
| /third_party/python/Lib/test/ |
| D | test_complex.py | 26 if isinstance(a, complex):
27 if isinstance(b, complex):
34 if isinstance(b, complex):
96 simple_complex = [complex(x, y) for x in simple_real for y in simple_real]
103 self.check_div(complex(1e200, 1e200), 1+0j)
104 self.check_div(complex(1e-200, 1e-200), 1+0j)
108 self.check_div(complex(random(), random()),
109 complex(random(), random()))
111 self.assertAlmostEqual(complex.__truediv__(2+0j, 1+1j), 1-1j)
114 z = complex(0, 0) / complex(denom_real, denom_imag)
[all …]
|
| D | test_cmath.py | 14 complex_zeros = [complex(x, y) for x in [0.0, -0.0] for y in [0.0, -0.0]]
15 complex_infinities = [complex(x, y) for x, y in [
37 complex_nans = [complex(x, y) for x, y in [
356 return complex(*polar(z))
359 arg = complex(ar, ai)
360 expected = complex(er, ei)
394 actual = complex(abs(actual.real), actual.imag)
395 expected = complex(abs(expected.real), expected.imag)
397 actual = complex(actual.real, abs(actual.imag))
398 expected = complex(expected.real, abs(expected.imag))
[all …]
|
| /third_party/PyYAML/tests/data/ |
| D | construct-python-complex.data | 1 - !!python/complex 0.5+0j
2 - !!python/complex 0.5+0.5j
3 - !!python/complex 0.5j
4 - !!python/complex -0.5+0.5j
5 - !!python/complex -0.5+0j
6 - !!python/complex -0.5-0.5j
7 - !!python/complex -0.5j
8 - !!python/complex 0.5-0.5j
|
| D | mappings.events | 16 - !Scalar { implicit: [true,true], value: 'complex' }
18 - !Scalar { implicit: [true,true], value: 'complex' }
22 - !Scalar { implicit: [true,true], value: 'complex' }
31 - !Scalar { implicit: [true,true], value: 'complex' }
33 - !Scalar { implicit: [true,true], value: 'complex' }
37 - !Scalar { implicit: [true,true], value: 'complex' }
|
| /third_party/libxml2/result/schemas/ |
| D | derivation-ok-restriction-2-1-1_0_0.err | 1 … complex type, attribute use 'barB_1': The 'optional' attribute use is inconsistent with the corre…
2 … error : local complex type, attribute use 'barC_1': Neither a matching attribute use, nor a match…
3 … error : local complex type, attribute use 'barC_2': Neither a matching attribute use, nor a match…
4 … error : local complex type, attribute use 'barD_1': Neither a matching attribute use, nor a match…
5 … error : local complex type, attribute use 'barD_2': Neither a matching attribute use, nor a match…
6 …emas parser error : local complex type: A matching attribute use for the 'required' attribute use …
|
| D | derivation-ok-restriction-4-1-err_0_0.err | 1 …pe: Schemas parser error : complex type 'type.A': The complex type definition has an attribute wil…
2 …: Schemas parser error : complex type 'type.B': The attribute wildcard is not a valid subset of th…
3 …s parser error : complex type 'base.type.C': The {process contents} of the attribute wildcard is w…
|
| /third_party/python/Doc/c-api/ |
| D | complex.rst | 8 .. index:: object: complex number
10 Python's complex number objects are implemented as two distinct types when
12 the other is a C structure which represents the actual complex number value.
26 The C structure which corresponds to the value portion of a Python complex
27 number object. Most of the functions for dealing with complex number objects
39 Return the sum of two complex numbers, using the C :c:type:`Py_complex`
45 Return the difference between two complex numbers, using the C
51 Return the negation of the complex number *num*, using the C
57 Return the product of two complex numbers, using the C :c:type:`Py_complex`
63 Return the quotient of two complex numbers, using the C :c:type:`Py_complex`
[all …]
|
| /third_party/flutter/skia/third_party/harfbuzz/ |
| D | BUILD.gn | 135 "$_src/hb-ot-shape-complex-arabic-fallback.hh",
136 "$_src/hb-ot-shape-complex-arabic-table.hh",
137 "$_src/hb-ot-shape-complex-arabic.cc",
138 "$_src/hb-ot-shape-complex-arabic.hh",
139 "$_src/hb-ot-shape-complex-default.cc",
140 "$_src/hb-ot-shape-complex-hangul.cc",
141 "$_src/hb-ot-shape-complex-hebrew.cc",
142 "$_src/hb-ot-shape-complex-indic-machine.hh",
143 "$_src/hb-ot-shape-complex-indic-table.cc",
144 "$_src/hb-ot-shape-complex-indic.cc",
[all …]
|
| /third_party/musl/src/complex/ |
| D | cpowl.c | 4 long double complex cpowl(long double complex z, long double complex c) in cpowl()
9 long double complex cpowl(long double complex z, long double complex c) in cpowl()
|
| D | casinl.c | 4 long double complex casinl(long double complex z) in casinl()
10 long double complex casinl(long double complex z) in casinl()
12 long double complex w; in casinl()
18 long double complex r = clogl(CMPLXL(-y, x) + csqrtl(w)); in casinl()
|
| D | catanl.c | 65 long double complex catanl(long double complex z) in catanl()
92 long double complex catanl(long double complex z) in catanl()
94 long double complex w; in catanl()
|
| /third_party/skia/third_party/harfbuzz/ |
| D | BUILD.gn | 180 "$_src/hb-ot-shape-complex-arabic-fallback.hh",
181 "$_src/hb-ot-shape-complex-arabic-joining-list.hh",
182 "$_src/hb-ot-shape-complex-arabic-table.hh",
183 "$_src/hb-ot-shape-complex-arabic.cc",
184 "$_src/hb-ot-shape-complex-arabic.hh",
185 "$_src/hb-ot-shape-complex-default.cc",
186 "$_src/hb-ot-shape-complex-hangul.cc",
187 "$_src/hb-ot-shape-complex-hebrew.cc",
188 "$_src/hb-ot-shape-complex-indic-machine.hh",
189 "$_src/hb-ot-shape-complex-indic-table.cc",
[all …]
|
| /third_party/harfbuzz/ |
| D | BUILD.gn | 42 "//third_party/harfbuzz/src/hb-ot-shape-complex-arabic.cc",
43 "//third_party/harfbuzz/src/hb-ot-shape-complex-default.cc",
44 "//third_party/harfbuzz/src/hb-ot-shape-complex-hangul.cc",
45 "//third_party/harfbuzz/src/hb-ot-shape-complex-hebrew.cc",
46 "//third_party/harfbuzz/src/hb-ot-shape-complex-indic-table.cc",
47 "//third_party/harfbuzz/src/hb-ot-shape-complex-indic.cc",
48 "//third_party/harfbuzz/src/hb-ot-shape-complex-khmer.cc",
49 "//third_party/harfbuzz/src/hb-ot-shape-complex-myanmar.cc",
50 "//third_party/harfbuzz/src/hb-ot-shape-complex-syllabic.cc",
51 "//third_party/harfbuzz/src/hb-ot-shape-complex-thai.cc",
[all …]
|
| /third_party/typescript/tests/baselines/reference/ |
| D | objectRest.js | 16 let complex: { x: { ka, ki }, y: number }; variable
17 var { x: { ka, ...nested }, y: other, ...rest } = complex;
18 ({x: { ka, ...nested }, y: other, ...rest} = complex);
74 let complex; variable
75 var _h = complex.x, { ka } = _h, nested = __rest(_h, ["ka"]), { y: other } = complex, rest = __rest…
76 (_a = complex.x, { ka } = _a, nested = __rest(_a, ["ka"]), { y: other } = complex, rest = __rest(co…
|
| D | objectRestAssignment.js | 6 let complex: { x: { ka, ki }, y: number }; variable
7 ({x: { ka, ...nested }, y: other, ...rest} = complex);
34 let complex; variable
35 (_a = complex.x, { ka } = _a, nested = __rest(_a, ["ka"]), { y: other } = complex, rest = __rest(co…
|
| /third_party/python/Doc/library/ |
| D | cmath.rst | 1 :mod:`cmath` --- Mathematical functions for complex numbers
5 :synopsis: Mathematical functions for complex numbers.
9 This module provides access to mathematical functions for complex numbers. The
10 functions in this module accept integers, floating-point numbers or complex
13 convert the object to a complex or floating-point number, respectively, and
28 A Python complex number ``z`` is stored internally using *rectangular*
35 *Polar coordinates* give an alternative way to represent a complex
36 number. In polar coordinates, a complex number *z* is defined by the
56 >>> phase(complex(-1.0, 0.0))
58 >>> phase(complex(-1.0, -0.0))
[all …]
|
| /third_party/openGLES/extensions/SGIX/ |
| D | GLX_SGIX_color_typeXXX.txt | 28 and complex data types. These data types are useful to
30 complex data formats.
36 complex components; the plan is to have them "striped".
41 individual (i.e. real vs. complex) components. Can we just add
43 (We are currently implying that both real and complex values have
46 individual real and complex bit depth; but, I currently can't
111 is stored as a complex number. The distribution of bits
113 complex number are unspecified as is the actual representation
117 be able to be created with FBConfigs which support signed or complex color
124 support signed and/or complex buffers? ]
|
| /third_party/skia/third_party/externals/opengl-registry/extensions/SGIX/ |
| D | GLX_SGIX_color_typeXXX.txt | 28 and complex data types. These data types are useful to
30 complex data formats.
36 complex components; the plan is to have them "striped".
41 individual (i.e. real vs. complex) components. Can we just add
43 (We are currently implying that both real and complex values have
46 individual real and complex bit depth; but, I currently can't
111 is stored as a complex number. The distribution of bits
113 complex number are unspecified as is the actual representation
117 be able to be created with FBConfigs which support signed or complex color
124 support signed and/or complex buffers? ]
|
| /third_party/skia/third_party/externals/harfbuzz/src/ |
| D | meson.build | 116 'hb-ot-shape-complex-arabic-fallback.hh',
117 'hb-ot-shape-complex-arabic-joining-list.hh',
118 'hb-ot-shape-complex-arabic-table.hh',
119 'hb-ot-shape-complex-arabic-win1256.hh',
120 'hb-ot-shape-complex-arabic.cc',
121 'hb-ot-shape-complex-arabic.hh',
122 'hb-ot-shape-complex-default.cc',
123 'hb-ot-shape-complex-hangul.cc',
124 'hb-ot-shape-complex-hebrew.cc',
125 'hb-ot-shape-complex-indic-table.cc',
[all …]
|