| /dports/misc/openmvg/openMVG-2.0/src/openMVG/multiview/ |
| H A D | solver_essential_five_point.cpp | 55 res(coef_x) = a(coef_x) * b(coef_1) in o1()
56 + a(coef_1) * b(coef_x); in o1()
57 res(coef_y) = a(coef_y) * b(coef_1) in o1()
58 + a(coef_1) * b(coef_y); in o1()
59 res(coef_z) = a(coef_z) * b(coef_1) in o1()
60 + a(coef_1) * b(coef_z); in o1()
61 res(coef_1) = a(coef_1) * b(coef_1); in o1()
87 res(coef_xx) = a(coef_xx) * b(coef_1) in o2()
89 res(coef_xy) = a(coef_xy) * b(coef_1) in o2()
92 res(coef_xz) = a(coef_xz) * b(coef_1) in o2()
[all …]
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| H A D | solver_essential_five_point_test.cpp | 132 + p(coef_1) * 1; in EvalPolynomial()
144 p1(coef_1) = dis(gen); in TEST()
148 p2(coef_1) = dis(gen); in TEST()
177 p1(coef_1) = dis(gen); in TEST()
181 p2(coef_1) = dis(gen); in TEST()
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| H A D | solver_essential_five_point.hpp | 138 coef_1 enumerator
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| /dports/science/qmcpack/qmcpack-3.11.0/src/spline2/ |
| H A D | MultiBspline1D.hpp | 166 const T coef_1 = coefs1[n]; in evaluate_vgl_impl() local
169 vals[n] = a[0] * coef_0 + a[1] * coef_1 + a[2] * coef_2 + a[3] * coef_3; in evaluate_vgl_impl()
170 grads[n] = (da[0] * coef_0 + da[1] * coef_1 + da[2] * coef_2 + da[3] * coef_3) * dxInv; in evaluate_vgl_impl()
171 …lapl[n] = (d2a[0] * coef_0 + d2a[1] * coef_1 + d2a[2] * coef_2 + d2a[3] * coef_3) * dxInv *… in evaluate_vgl_impl()
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| /dports/science/InsightToolkit/ITK-5.0.1/Modules/ThirdParty/VNL/src/vxl/core/vnl/tests/ |
| H A D | test_real_npolynomial.cxx | 8 vnl_vector<double> coef_0(3), coef_1(3), coef_2(4); in test_real_npolynomial() local
10 for (unsigned int i=0;i<3;++i) coef_1(i)=i+1.0; // f1 = X^2 + 2XY^3 + 3 in test_real_npolynomial()
18 vnl_real_npolynomial f0(coef_0,expo_0), f1(coef_1,expo_1), f2(coef_2,expo_2); in test_real_npolynomial()
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| /dports/misc/vxl/vxl-3.3.2/core/vnl/tests/ |
| H A D | test_real_npolynomial.cxx | 9 vnl_vector<double> coef_0(3), coef_1(3), coef_2(4); in test_real_npolynomial() local
13 coef_1(i) = i + 1.0; // f1 = X^2 + 2XY^3 + 3 in test_real_npolynomial()
26 vnl_real_npolynomial f0(coef_0, expo_0), f1(coef_1, expo_1), f2(coef_2, expo_2); in test_real_npolynomial()
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| /dports/emulators/dolphin-emu/dolphin-3152428/docs/DSP/free_dsp_rom/ |
| H A D | generate_coefs.py | 20 coef_1 = [sinc(n * 0.5) for n in x] * w1 variable
24 short_coefs = convert_coefs(coef_1) + convert_coefs(coef_2) + convert_coefs(coef_3) + [0] * 512
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| /dports/science/simbody/simbody-Simbody-3.7/SimTKmath/Integrators/src/CPodes/sundials/src/cpodes/ |
| H A D | cpodes_lapack.c | 1027 realtype coef_1 = ONE, coef_0 = ZERO; in cpLapackDenseProjSetup() local
1078 dsyrk_f77("L", "N", &nd, &nc, &coef_1, (G->data + nc), &ny, &coef_0, K->data, &nd, 1, 1); in cpLapackDenseProjSetup()
1163 dsyrk_f77("L", "T", &nc, &ny, &coef_1, G->data, &ny, &coef_0, K->data, &nc, 1, 1); in cpLapackDenseProjSetup()
1195 realtype coef_1 = ONE, coef_0 = ZERO, coef_m1 = -ONE; in cpLapackDenseProjSolve() local
1244 …dgemv_f77("N", &ny, &nc, &coef_1, (G->data + nc), &ny, da_data, &one, &coef_0, (xd + nc), &one, 1); in cpLapackDenseProjSolve()
1249 dgemv_f77("N", &nd, &nc, &coef_1, (G->data + nc), &ny, bd, &one, &coef_0, (xd + nc), &one, 1); in cpLapackDenseProjSolve()
1266 dgemv_f77("T", &nd, &nc, &coef_m1, (G->data + nc), &ny, (xd + nc), &one, &coef_1, xd, &one, 1); in cpLapackDenseProjSolve()
1399 dgemv_f77("N", &ny, &nc, &coef_1, G->data, &ny, bd, &one, &coef_0, xd, &one, 1); in cpLapackDenseProjSolve()
1421 realtype coef_1 = ONE, coef_0 = ZERO; in cpLapackDenseProjMult() local
1430 dgemv_f77("T", &ny, &nc, &coef_1, savedG->data, &ny, xd, &one, &coef_0, Gxd, &one, 1); in cpLapackDenseProjMult()
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| /dports/science/mbdyn/mbdyn-1.7.3/manual/input/ |
| H A D | scalarfunctions.tex | 227 \bnt{coef_0} [ , \bnt{coef_1} [ , ... ] ]
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| H A D | elements.tex | 5992 <data> ::= { <coef> | list , <coef_1> [ , ... ] }
6003 \bnt{data} ::= \{ \bnt{coef} | \kw{list} , \bnt{coef_1} [ , ... ] \}
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| /dports/science/py-scikit-learn/scikit-learn-1.0.2/sklearn/linear_model/tests/ |
| H A D | test_logistic.py | 1466 coef_1 = clf.coef_
1470 cum_diff = np.sum(np.abs(coef_1 - clf.coef_))
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