| /third_party/mindspore/tests/ut/cpp/base/ |
| D | complex_test.cc | 29 ASSERT_EQ(sizeof(Complex<float>), 2 * sizeof(float)); in TEST_F()
30 ASSERT_EQ(sizeof(Complex<double>), 2 * sizeof(double)); in TEST_F()
31 ASSERT_EQ(alignof(Complex<float>), 2 * sizeof(float)); in TEST_F()
32 ASSERT_EQ(alignof(Complex<double>), 2 * sizeof(double)); in TEST_F()
39 ASSERT_EQ(Complex<T>().real(), T()); in test_construct()
40 ASSERT_EQ(Complex<T>().imag(), T()); in test_construct()
41 ASSERT_EQ(Complex<T>(real, imag).real(), real); in test_construct()
42 ASSERT_EQ(Complex<T>(real, imag).imag(), imag); in test_construct()
43 ASSERT_EQ(Complex<T>(real).real(), real); in test_construct()
44 ASSERT_EQ(Complex<T>(real).imag(), T()); in test_construct()
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| /third_party/mindspore/mindspore/ccsrc/utils/ |
| D | complex.h | 36 struct alignas(sizeof(T) * 2) Complex { struct
37 Complex() = default;
38 ~Complex() = default;
40 Complex(const Complex<T> &other) noexcept = default;
41 Complex(Complex<T> &&other) noexcept = default;
43 Complex &operator=(const Complex<T> &other) noexcept = default; argument
44 Complex &operator=(Complex<T> &&other) noexcept = default; argument
46 …HOST_DEVICE inline constexpr Complex(const T &real, const T &imag = T()) : real_(real), imag_(imag… in real_() argument
49 …inline explicit constexpr Complex(const std::complex<U> &other) : Complex(other.real(), other.imag… in Complex() function
55 …HOST_DEVICE inline explicit constexpr Complex(const float16 &real) : real_(static_cast<T>(real)), … in Complex() argument
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| /third_party/boost/libs/math/example/ |
| D | daubechies_coefficients.cpp | 36 template<class Complex>
37 std::vector<std::pair<Complex, Complex>> find_roots(size_t p) in find_roots()
41 typedef typename Complex::value_type Real; in find_roots()
42 std::vector<Complex> coeffs(p); in find_roots()
45 coeffs[k] = Complex(binomial_coefficient<Real>(p-1+k, k), 0); in find_roots()
48 polynomial<Complex> P(std::move(coeffs)); in find_roots()
49 polynomial<Complex> Pcopy = P; in find_roots()
50 polynomial<Complex> Pcopy_prime = P.prime(); in find_roots()
51 … auto orig = [&](Complex z) { return std::make_pair<Complex, Complex>(Pcopy(z), Pcopy_prime(z)); }; in find_roots()
53 polynomial<Complex> P_prime = P.prime(); in find_roots()
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| /third_party/boost/libs/math/example/daubechies_wavelets/ |
| D | daubechies_coefficients.cpp | 44 template<class Complex>
45 std::vector<std::pair<Complex, Complex>> find_roots(size_t p) in find_roots()
49 typedef typename Complex::value_type Real; in find_roots()
50 std::vector<Complex> coeffs(p); in find_roots()
53 coeffs[k] = Complex(binomial_coefficient<Real>(p-1+k, k), 0); in find_roots()
56 polynomial<Complex> P(std::move(coeffs)); in find_roots()
57 polynomial<Complex> Pcopy = P; in find_roots()
58 polynomial<Complex> Pcopy_prime = P.prime(); in find_roots()
59 … auto orig = [&](Complex z) { return std::make_pair<Complex, Complex>(Pcopy(z), Pcopy_prime(z)); }; in find_roots()
61 polynomial<Complex> P_prime = P.prime(); in find_roots()
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| /third_party/mindspore/mindspore/ccsrc/backend/kernel_compiler/gpu/math/ |
| D | broadcast_complex_gpu_kernel.cc | 33 using Complex = mindspore::utils::Complex<T>; typedef
34 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Add, kNumberTypeComplex64, kNumberTypeFloat32, Complex<float>, …
35 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Add, kNumberTypeComplex128, kNumberTypeFloat64, Complex<double>…
36 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Sub, kNumberTypeComplex64, kNumberTypeFloat32, Complex<float>, …
37 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Sub, kNumberTypeComplex128, kNumberTypeFloat64, Complex<double>…
38 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Mul, kNumberTypeComplex64, kNumberTypeFloat32, Complex<float>, …
39 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Mul, kNumberTypeComplex128, kNumberTypeFloat64, Complex<double>…
40 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Div, kNumberTypeComplex64, kNumberTypeFloat32, Complex<float>, …
41 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(Div, kNumberTypeComplex128, kNumberTypeFloat64, Complex<double>…
42 MS_REG_BROADCAST_COMPLEX_GPU_KERNEL(RealDiv, kNumberTypeComplex64, kNumberTypeFloat32, Complex<floa…
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| D | unary_op_complex_gpu_kernel.h | 31 using Complex = mindspore::utils::Complex<T>; variable
44 Complex<T> *input_addr = GetDeviceAddress<Complex<T>>(inputs, 0); in Launch()
49 Real(input_addr, output_addr, inputs[0]->size / sizeof(Complex<T>), in Launch()
54 Imag(input_addr, output_addr, inputs[0]->size / sizeof(Complex<T>), in Launch()
63 Complex<T> *output_addr = GetDeviceAddress<Complex<T>>(outputs, 0); in Launch()
66 Conj(input_addr, output_addr, inputs[0]->size / sizeof(Complex<T>), in Launch()
108 input_size_ = sizeof(Complex<T>); in ResetResource()
109 output_size_ = sizeof(Complex<T>); in ResetResource()
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| /third_party/mindspore/mindspore/ccsrc/backend/kernel_compiler/gpu/cuda_impl/ |
| D | cast_impl.cu | 120 template void Cast(const int input_size, const int8_t *input_addr, Complex<float> *output_addr, cud…
121 template void Cast(const int input_size, const int8_t *input_addr, Complex<double> *output_addr, cu…
135 template void Cast(const int input_size, const int16_t *input_addr, Complex<float> *output_addr, cu…
136 template void Cast(const int input_size, const int16_t *input_addr, Complex<double> *output_addr, c…
151 template void Cast(const int input_size, const int32_t *input_addr, Complex<float> *output_addr, cu…
152 template void Cast(const int input_size, const int32_t *input_addr, Complex<double> *output_addr, c…
167 template void Cast(const int input_size, const int64_t *input_addr, Complex<float> *output_addr, cu…
168 template void Cast(const int input_size, const int64_t *input_addr, Complex<double> *output_addr, c…
182 template void Cast(const int input_size, const uint8_t *input_addr, Complex<float> *output_addr, cu…
183 template void Cast(const int input_size, const uint8_t *input_addr, Complex<double> *output_addr, c…
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| D | broadcast_impl.cu | 160 …__device__ __host__ __forceinline__ Complex<T> operator()(const Complex<T> &lhs, const T &rhs) { r… in operator ()()
161 …__device__ __host__ __forceinline__ Complex<T> operator()(const T &lhs, const Complex<T> &rhs) { r… in operator ()()
162 …__device__ __host__ __forceinline__ Complex<T> operator()(const Complex<T> &lhs, const Complex<T> … in operator ()()
170 …__device__ __host__ __forceinline__ Complex<T> operator()(const Complex<T> &lhs, const T &rhs) { r… in operator ()()
171 …__device__ __host__ __forceinline__ Complex<T> operator()(const T &lhs, const Complex<T> &rhs) { r… in operator ()()
172 …__device__ __host__ __forceinline__ Complex<T> operator()(const Complex<T> &lhs, const Complex<T> … in operator ()()
180 …__device__ __host__ __forceinline__ Complex<T> operator()(const Complex<T> &lhs, const T &rhs) { r… in operator ()()
181 …__device__ __host__ __forceinline__ Complex<T> operator()(const T &lhs, const Complex<T> &rhs) { r… in operator ()()
182 …__device__ __host__ __forceinline__ Complex<T> operator()(const Complex<T> &lhs, const Complex<T> … in operator ()()
190 …__device__ __host__ __forceinline__ Complex<T> operator()(const Complex<T> &lhs, const T &rhs) { r… in operator ()()
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| D | unary_op_impl.cuh | 69 void Real(const Complex<T> *input, T *output, const size_t count, cudaStream_t cuda_stream);
71 void Imag(const Complex<T> *input, T *output, const size_t count, cudaStream_t cuda_stream);
73 void Conj(const Complex<T> *input, Complex<T> *output, const size_t count, cudaStream_t cuda_stream…
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| /third_party/mindspore/mindspore/ccsrc/backend/kernel_compiler/gpu/arrays/ |
| D | cast_gpu_kernel.cc | 46 using Complex = mindspore::utils::Complex<T>; typedef
48 CastGpuKernel, int8_t, Complex<float>)
50 CastGpuKernel, int8_t, Complex<double>)
77 CastGpuKernel, int16_t, Complex<float>)
79 CastGpuKernel, int16_t, Complex<double>)
106 CastGpuKernel, int32_t, Complex<float>)
108 CastGpuKernel, int32_t, Complex<double>)
135 CastGpuKernel, int64_t, Complex<float>)
137 CastGpuKernel, int64_t, Complex<double>)
164 CastGpuKernel, uint8_t, Complex<float>)
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| /third_party/boost/libs/math/test/ |
| D | test_trapezoidal.cpp | 29 template<class Complex>
32 … the adaptive trapezoidal routine on type " << boost::typeindex::type_id<Complex>().pretty_name() … in test_complex_bessel()
33 typedef typename Complex::value_type Real; in test_complex_bessel()
34 Complex z{2, 3}; in test_complex_bessel()
37 auto bessel_integrand = [&n, &z](Real theta)->Complex in test_complex_bessel()
43 Complex arg = z*t1 + t2; in test_complex_bessel()
51 Complex Jnz = trapezoidal<decltype(bessel_integrand), Real>(bessel_integrand, a, b); in test_complex_bessel()
62 template<class Complex>
65 … the adaptive trapezoidal routine on type " << boost::typeindex::type_id<Complex>().pretty_name() … in test_I0_complex()
66 typedef typename Complex::value_type Real; in test_I0_complex()
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| D | test_roots.cpp | 441 template <class Complex>
444 typedef typename Complex::value_type Real; in test_complex_newton()
454 polynomial<Complex> p{{1,0}, {0, 0}, {1,0}}; in test_complex_newton()
455 Complex guess{1,1}; in test_complex_newton()
456 polynomial<Complex> p_prime = p.prime(); in test_complex_newton()
457 auto f = [&](Complex z) { return std::make_pair<Complex, Complex>(p(z), p_prime(z)); }; in test_complex_newton()
458 Complex root = complex_newton(f, guess); in test_complex_newton()
471 p = polynomial<Complex>({{-1,0}, {0,-2}, {1,0}}); in test_complex_newton()
474 auto g = [&](Complex z) { return std::make_pair<Complex, Complex>(p(z), p_prime(z)); }; in test_complex_newton()
481 p = polynomial<Complex>({{1,0}, {0,1}, {1,0}}); in test_complex_newton()
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| D | norms_test.cpp | 160 template<class Complex>
163 typedef typename Complex::value_type Real; in test_complex_lp()
165 std::vector<Complex> v{{1,0}, {0,0}, {0,0}}; in test_complex_lp()
172 v = generate_random_vector<Complex>(global_size, global_seed); in test_complex_lp()
225 template<class Complex>
228 using Real = typename Complex::value_type; in test_complex_lp_distance()
231 std::vector<Complex> u{{1,0},{0,0},{0,0}}; in test_complex_lp_distance()
232 std::vector<Complex> v{{0,0},{0,0},{0,0}}; in test_complex_lp_distance()
240 v = generate_random_vector<Complex>(global_size, global_seed); in test_complex_lp_distance()
241 u = generate_random_vector<Complex>(global_size, global_seed + 1); in test_complex_lp_distance()
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| D | sinh_sinh_quadrature_test.cpp | 233 template<class Complex>
236 typedef typename Complex::value_type Real; in test_dirichlet_eta()
239 Complex Q; in test_dirichlet_eta()
243 Complex z = {1,1}; in test_dirichlet_eta()
244 auto eta = [&z](Real t)->Complex { in test_dirichlet_eta()
248 Complex i = {0,1}; in test_dirichlet_eta()
249 Complex num = pow((Real)1/ (Real)2 + i*t, -z); in test_dirichlet_eta()
251 Complex res = num/denom; in test_dirichlet_eta()
256 …Complex Q_expected = {boost::lexical_cast<Real>("0.72655977506246326320149572854724138631112950273… in test_dirichlet_eta()
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| D | signal_statistics_test.cpp | 108 template<class Complex>
111 typedef typename Complex::value_type Real; in test_complex_hoyer_sparsity()
114 std::vector<Complex> v{{0,1}, {0, 0}, {0,0}}; in test_complex_hoyer_sparsity()
231 template<class Complex>
234 using Real = typename Complex::value_type; in test_complex_oracle_snr()
239 std::vector<Complex> signal(length, {1,0}); in test_complex_oracle_snr()
240 std::vector<Complex> noisy_signal = signal; in test_complex_oracle_snr()
242 noisy_signal[0] += Complex(1,0); in test_complex_oracle_snr()
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| /third_party/python/Doc/library/ |
| D | numbers.rst | 5 :synopsis: Numeric abstract base classes (Complex, Real, Integral, etc.).
25 .. class:: Complex
48 To :class:`Complex`, :class:`Real` adds the operations that work on real
55 Real also provides defaults for :func:`complex`, :attr:`~Complex.real`,
56 :attr:`~Complex.imag`, and :meth:`~Complex.conjugate`.
110 those. You can add ``MyFoo`` between :class:`Complex` and
113 class MyFoo(Complex): ...
147 elif isinstance(other, Complex):
154 of :class:`Complex`. I'll refer to all of the above code that doesn't
157 of :class:`Complex` (``a : A <: Complex``), and ``b : B <:
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| /third_party/mindspore/mindspore/core/ir/dtype/ |
| D | number.h | 154 class MS_CORE_API Complex : public Number {
156 Complex() : Number(kNumberTypeComplex64, 64, false) {} in Complex() function
157 explicit Complex(const int nbits);
158 ~Complex() override {} in ~Complex()
159 MS_DECLARE_PARENT(Complex, Number) in MS_DECLARE_PARENT() argument
162 TypePtr DeepCopy() const override { return std::make_shared<Complex>(nbits()); } in DeepCopy()
184 inline const TypePtr kComplex64 = std::make_shared<Complex>(static_cast<int>(BitsNum::eBits64));
185 inline const TypePtr kComplex128 = std::make_shared<Complex>(static_cast<int>(BitsNum::eBits128));
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| /third_party/mindspore/mindspore/ccsrc/backend/kernel_compiler/gpu/sponge/pme/ |
| D | ifft_3d_kernel.h | 30 using Complex = mindspore::utils::Complex<T>; variable
56 auto input_tensor = GetDeviceAddress<Complex<T>>(inputs, 0); in Launch()
66 input_size_list_.push_back(Nfft * sizeof(Complex<T>)); in InitSizeLists()
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| D | fft_3d_kernel.h | 30 using Complex = mindspore::utils::Complex<T>; variable
57 auto output_tensor = GetDeviceAddress<Complex<T>>(outputs, 0); in Launch()
67 output_size_list_.push_back(Nfft * sizeof(Complex<T>)); in InitSizeLists()
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| /third_party/boost/boost/math/tools/ |
| D | roots.hpp | 780 template<class Complex, class F>
781 Complex complex_newton(F g, Complex guess, int max_iterations = std::numeric_limits<typename Comple… in complex_newton()
783 typedef typename Complex::value_type Real; in complex_newton()
788 Complex z0 = guess + Complex(1, 0); in complex_newton()
789 Complex z1 = guess + Complex(0, 1); in complex_newton()
790 Complex z2 = guess; in complex_newton()
797 Complex q = (z2 - z1) / (z1 - z0); in complex_newton()
800 Complex qp1 = static_cast<Complex>(1) + q; in complex_newton()
801 Complex A = q * (pair.first - qp1 * P1.first + q * P0.first); in complex_newton()
803 …Complex B = (static_cast<Complex>(2) * q + static_cast<Complex>(1)) * pair.first - qp1 * qp1 * P1.… in complex_newton()
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| /third_party/boost/libs/multiprecision/example/ |
| D | complex128_examples.cpp | 15 template<class Complex>
18 Complex z1{0, 1}; in complex_number_examples()
19 std::cout << std::setprecision(std::numeric_limits<typename Complex::value_type>::digits10); in complex_number_examples()
31 typename Complex::value_type r = 1; in complex_number_examples()
32 typename Complex::value_type theta = 0.8; in complex_number_examples()
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| D | mpc_examples.cpp | 15 template<class Complex>
18 Complex z1{0, 1}; in complex_number_examples()
19 std::cout << std::setprecision(std::numeric_limits<typename Complex::value_type>::digits10); in complex_number_examples()
31 typename Complex::value_type r = 1; in complex_number_examples()
32 typename Complex::value_type theta = 0.8; in complex_number_examples()
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| D | cpp_complex_examples.cpp | 15 template<class Complex>
18 Complex z1{0, 1}; in complex_number_examples()
19 std::cout << std::setprecision(std::numeric_limits<typename Complex::value_type>::digits10); in complex_number_examples()
31 typename Complex::value_type r = 1; in complex_number_examples()
32 typename Complex::value_type theta = 0.8; in complex_number_examples()
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| /third_party/quickjs/ |
| D | qjscalc.js | 27 var Integer, Float, Fraction, Complex, Mod, Polynomial, PolyMod, RationalFunction, Series, Matrix; variable
599 return Complex(this).log();
697 return Complex(this).log();
706 Complex = function Complex(re, im) class
711 if (re instanceof Complex)
716 obj = Object.create(Complex.prototype);
724 a = Complex(a);
725 b = Complex(b);
726 return Complex.toComplex(a.re + b.re, a.im + b.im);
729 a = Complex(a);
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| /third_party/python/Lib/test/ |
| D | test_abstract_numbers.py | 6 from numbers import Complex, Real, Rational, Integral
11 self.assertTrue(issubclass(int, Complex))
31 self.assertTrue(issubclass(complex, Complex))
|