| /third_party/boost/libs/math/test/ |
| D | tanh_sinh_quadrature_test.cpp | 195 static const tanh_sinh<Real> integrator(15); in get_integrator() local
196 return integrator; in get_integrator()
211 auto integrator = get_integrator<Real>(); in test_linear() local
218 …Real Q = integrator.integrate(f, (Real) 0, (Real) 1, get_convergence_tolerance<Real>(), &error, &L… in test_linear()
221 Q = integrator.integrate(f, (Real) 1, (Real) 0, get_convergence_tolerance<Real>(), &error, &L1); in test_linear()
224 Q = integrator.integrate(f, (Real) 1, (Real) 1, get_convergence_tolerance<Real>(), &error, &L1); in test_linear()
234 auto integrator = get_integrator<Real>(); in test_quadratic() local
238 …Real Q = integrator.integrate(f, (Real) 0, (Real) 1, get_convergence_tolerance<Real>(), &error, &L… in test_quadratic()
251 auto integrator = get_integrator<Real>(); in test_singular() local
253 …Real Q = integrator.integrate(f, (Real) 0, (Real) 1, get_convergence_tolerance<Real>(), &error, &L… in test_singular()
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| D | exp_sinh_quadrature_test.cpp | 164 static const exp_sinh<Real> integrator(14); in get_integrator() local
165 return integrator; in get_integrator()
183 auto integrator = get_integrator<Real>(); in test_right_limit_infinite() local
187 Q = integrator.integrate(f2, get_convergence_tolerance<Real>(), &error, &L1); in test_right_limit_infinite()
200 Q = integrator.integrate(f3, get_convergence_tolerance<Real>(), &error, &L1); in test_right_limit_infinite()
203 …Q = integrator.integrate(f3, 10, std::numeric_limits<Real>::has_infinity ? std::numeric_limits<Rea… in test_right_limit_infinite()
207 …Q = integrator.integrate(f3, -10, std::numeric_limits<Real>::has_infinity ? std::numeric_limits<Re… in test_right_limit_infinite()
212 …Q = integrator.integrate(f4, 1, std::numeric_limits<Real>::has_infinity ? std::numeric_limits<Real… in test_right_limit_infinite()
216 …Q = integrator.integrate(f4, 20, std::numeric_limits<Real>::has_infinity ? std::numeric_limits<Rea… in test_right_limit_infinite()
220 …Q = integrator.integrate(f4, 500, std::numeric_limits<Real>::has_infinity ? std::numeric_limits<Re… in test_right_limit_infinite()
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| D | ooura_fourier_integral_test.cpp | 152 auto integrator = get_sin_integrator<Real>(); in test_sinc() local
157 auto [Is, err] = integrator.integrate(f, omega); in test_sinc()
160 auto [Isn, errn] = integrator.integrate(f, -omega); in test_sinc()
174 auto integrator = get_sin_integrator<Real>(); in test_exp() local
179 auto [Is, err] = integrator.integrate(f, omega); in test_exp()
194 auto integrator = get_sin_integrator<Real>(); in test_root() local
198 auto [Is, err] = integrator.integrate(f, omega); in test_root()
222 auto integrator = get_sin_integrator<Real>(); in test_double_osc() local
226 auto [Is, err] = integrator.integrate(f, omega); in test_double_osc()
238 auto integrator = get_sin_integrator<Real>(); in test_zero_integrand() local
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| D | sinh_sinh_quadrature_test.cpp | 148 sinh_sinh<Real> integrator(10); in test_nr_examples() local
151 Q = integrator.integrate(f0, integration_limit, &error, &L1); in test_nr_examples()
158 Q = integrator.integrate(f1, integration_limit, &error, &L1); in test_nr_examples()
167 Q = integrator.integrate(f2, integration_limit, &error, &L1); in test_nr_examples()
173 Q = integrator.integrate(f5, integration_limit, &error, &L1); in test_nr_examples()
182 Q = integrator.integrate(f8, integration_limit, &error, &L1); in test_nr_examples()
186 Q = integrator.integrate(f8, integration_limit); in test_nr_examples()
188 Q = integrator.integrate(f8); in test_nr_examples()
204 sinh_sinh<Real> integrator(10); in test_crc() local
214 Q = integrator.integrate(f0, integration_limit, &error, &L1); in test_crc()
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| D | test_1F1.hpp | 350 auto integrator = exp_sinh<double>(); in test_hypergeometric_mellin_transform() local
351 Real computed = integrator.integrate(f, boost::math::tools::epsilon<Real>()); in test_hypergeometric_mellin_transform()
375 auto integrator = exp_sinh<double>(); in test_hypergeometric_laplace_transform() local
376 Real computed = integrator.integrate(f, boost::math::tools::epsilon<Real>()); in test_hypergeometric_laplace_transform()
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| D | gauss_kronrod_quadrature_test.cpp | 447 boost::math::quadrature::gauss_kronrod<Real, 61> integrator; in test_complex_lambert_w() local
448 Complex Q = integrator.integrate(lw, (Real) 0, pi<Real>()); in test_complex_lambert_w()
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| /third_party/mindspore/mindspore/profiler/ |
| D | profiling.py | 34 from mindspore.profiler.parser.integrator import Integrator
35 from mindspore.profiler.parser.integrator import GpuTimelineGenerator, AscendTimelineGenerator
471 integrator = Integrator(self._output_path, self._rank_id)
472 aicore_detail_data = integrator.get_aicore_detail_data()
482 all_reduce_info = integrator.query_for_all_reduce()
512 integrator = Integrator(self._output_path, self._rank_id)
513 aicore_detail_data = integrator.get_aicore_detail_data()
593 integrator = Integrator(self._output_path, self._rank_id)
594 integrator.integrate()
625 integrator = Integrator(self._output_path, self._rank_id)
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| /third_party/boost/libs/math/doc/quadrature/ |
| D | double_exponential.qbk | 138 tanh_sinh<double> integrator;
141 double Q = integrator.integrate(f);
143 Q = integrator.integrate(f, 0.0, 1.1);
157 Real Q = integrator.integrate(f, (Real) 0, (Real) 1);
164 Q = integrator.integrate(f1, (double) -1, (double) 1);
170 Q = integrator.integrate(f2, (double) -1, (double) 1);
180 tanh_sinh<double> integrator;
186 double Q = integrator.integrate(f, 0.0, 1.0, termination, &error, &L1, &levels);
207 …x very close to 1. We can easily fix this issue by passing a 2 argument functor to the integrator:
218 The `tanh_sinh` integrator supports integration of functions which return complex results, for exam…
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| D | ooura_fourier_integrals.qbk | 69 [note This integrator is more insistent about examining the error estimate, than (say) tanh-sinh, w…
92 The integrator precomputes nodes and weights, and hence can be reused for many different frequencie…
93 The integrator is pimpl'd and hence can be shared between threads without a `memcpy` of the nodes a…
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| D | gauss.qbk | 84 boost::math::quadrature::gauss<Real, 30> integrator;
85 Complex W = integrator.integrate(lw, (Real) 0, pi<Real>());
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| /third_party/boost/libs/math/test/compile_test/ |
| D | exp_sinh_incl_test.cpp | 19 boost::math::quadrature::exp_sinh<double> integrator; in compile_and_link_test() local
20 check_result<double>(integrator.integrate(f)); in compile_and_link_test()
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| D | sinh_sinh_incl_test.cpp | 19 boost::math::quadrature::sinh_sinh<double> integrator; in compile_and_link_test() local
20 check_result<double>(integrator.integrate(f)); in compile_and_link_test()
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| D | tanh_sinh_incl_test.cpp | 21 boost::math::quadrature::tanh_sinh<double> integrator; in compile_and_link_test() local
22 check_result<double>(integrator.integrate(f, a, b)); in compile_and_link_test()
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| D | sinh_sinh_concept_test.cpp | 13 boost::math::quadrature::sinh_sinh<boost::math::concepts::std_real_concept> integrator; in compile_and_link_test() local
14 integrator.integrate(f); in compile_and_link_test()
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| D | exp_sinh_concept_test.cpp | 14 boost::math::quadrature::exp_sinh<boost::math::concepts::std_real_concept> integrator; in compile_and_link_test() local
15 integrator.integrate(f, a); in compile_and_link_test()
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| D | tanh_sinh_concept_test.cpp | 15 boost::math::quadrature::tanh_sinh<boost::math::concepts::std_real_concept> integrator; in compile_and_link_test() local
16 integrator.integrate(f, a, b); in compile_and_link_test()
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| D | gauss_kronrod_concept_test.cpp | 15 boost::math::quadrature::gauss_kronrod<boost::math::concepts::std_real_concept, 7> integrator; in compile_and_link_test() local
16 integrator.integrate(f, a, b); in compile_and_link_test()
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| D | gauss_concept_test.cpp | 15 boost::math::quadrature::gauss<boost::math::concepts::std_real_concept, 7> integrator; in compile_and_link_test() local
16 integrator.integrate(f, a, b); in compile_and_link_test()
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| /third_party/boost/libs/math/example/ |
| D | ooura_fourier_integrals_example.cpp | 33 ooura_fourier_sin<double>integrator = ooura_fourier_sin<double>(); in main() local
42 std::pair<double, double> result = integrator.integrate(f, omega); in main()
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| D | ooura_fourier_integrals_cosine_example.cpp | 30 auto integrator = ooura_fourier_cos<double>(); in main() local
40 auto [result, relative_error] = integrator.integrate(f, omega); in main()
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| D | ooura_fourier_integrals_multiprecision_example.cpp | 43 auto integrator = ooura_fourier_cos<Real>(tol, 8); // Loops or gets worse for more than 8. in main() local
51 auto [result, relative_error] = integrator.integrate(f, omega); in main()
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| /third_party/skia/third_party/externals/opengl-registry/xml/ |
| D | vendors.txt | 44 HP - No longer in the graphics business (other than as a system integrator)
45 IBM - No longer in the graphics business (other than as a system integrator)
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| /third_party/openGLES/xml/ |
| D | vendors.txt | 44 HP - No longer in the graphics business (other than as a system integrator)
45 IBM - No longer in the graphics business (other than as a system integrator)
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| /third_party/boost/libs/numeric/odeint/doc/ |
| D | tutorial_stiff_systems.qbk | 38 `ublas::matrix` since the stiff integrator only accepts these types.
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| /third_party/ffmpeg/libavfilter/ |
| D | f_ebur128.c | 80 struct integrator { struct
134 …struct integrator i400; ///< 400ms integrator, used for Momentary loudness (M), and Integ…
135 …struct integrator i3000; ///< 3s integrator, used for Short term loudness (S), and Loudn…
557 static int gate_update(struct integrator *integ, double power, in gate_update()
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