| /dports/math/moab/fathomteam-moab-7bde9dfb84a8/src/mesquite/MappingFunction/Lagrange/ |
| H A D | TetLagrangeShape.cpp | 284 derivs[0][0] = -1.0; in get_linear_derivatives()
285 derivs[0][1] = -1.0; in get_linear_derivatives()
289 derivs[1][0] = 1.0; in get_linear_derivatives()
290 derivs[1][1] = 0.0; in get_linear_derivatives()
291 derivs[1][2] = 0.0; in get_linear_derivatives()
294 derivs[2][0] = 0.0; in get_linear_derivatives()
295 derivs[2][1] = 1.0; in get_linear_derivatives()
296 derivs[2][2] = 0.0; in get_linear_derivatives()
299 derivs[3][0] = 0.0; in get_linear_derivatives()
300 derivs[3][1] = 0.0; in get_linear_derivatives()
[all …]
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| H A D | HexLagrangeShape.cpp | 148 derivs[num_vtx][0]=0; derivs[num_vtx][1]=0; derivs[num_vtx][2]=1; in derivatives()
150 derivs[num_vtx][0]=0; derivs[num_vtx][1]=0; derivs[num_vtx][2]=4; in derivatives()
158 derivs[num_vtx][0]=0; derivs[num_vtx][1]=0; derivs[num_vtx][2]=-1; in derivatives()
167 derivs[num_vtx][0]=0; derivs[num_vtx][1]=0; derivs[num_vtx][2]=-1; in derivatives()
173 derivs[num_vtx][0]=0; derivs[num_vtx][1]=0; derivs[num_vtx][2]=1; in derivatives()
190 derivs[num_vtx][0]=1; derivs[num_vtx][1]=0; derivs[num_vtx][2]=0; in derivatives()
192 derivs[num_vtx][0]=4; derivs[num_vtx][1]=0; derivs[num_vtx][2]=0; in derivatives()
199 derivs[num_vtx][0]=1; derivs[num_vtx][1]=0; derivs[num_vtx][2]=0; in derivatives()
205 derivs[num_vtx][0]=-1; derivs[num_vtx][1]=0; derivs[num_vtx][2]=0; in derivatives()
231 derivs[num_vtx][0]=0; derivs[num_vtx][1]=1; derivs[num_vtx][2]=0; in derivatives()
[all …]
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| H A D | QuadLagrangeShape.cpp | 144 derivs[1][1] = 0.0; in derivatives_at_corner()
145 derivs[2][0] = 0.0; in derivatives_at_corner()
151 derivs[num_vtx][1] = 0.0; in derivatives_at_corner()
159 derivs[num_vtx][0] = 0.0; in derivatives_at_corner()
280 vertices[0] = 0; derivs[0][0] = -0.5; derivs[0][1] = -0.5; in derivatives_at_mid_elem()
281 vertices[1] = 1; derivs[1][0] = 0.5; derivs[1][1] = -0.5; in derivatives_at_mid_elem()
282 vertices[2] = 2; derivs[2][0] = 0.5; derivs[2][1] = 0.5; in derivatives_at_mid_elem()
283 vertices[3] = 3; derivs[3][0] = -0.5; derivs[3][1] = 0.5; in derivatives_at_mid_elem()
324 derivs[num_vtx][0] = 0.0; in derivatives_at_mid_elem()
325 derivs[num_vtx][1] = -1.0; in derivatives_at_mid_elem()
[all …]
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| H A D | TriLagrangeShape.cpp | 125 derivs[0][0] = -1.0; in get_linear_derivatives()
126 derivs[0][1] = -1.0; in get_linear_derivatives()
127 derivs[1][0] = 1.0; in get_linear_derivatives()
128 derivs[1][1] = 0.0; in get_linear_derivatives()
129 derivs[2][0] = 0.0; in get_linear_derivatives()
130 derivs[2][1] = 1.0; in get_linear_derivatives()
148 derivs[0][0] -= 2.0; in derivatives_at_corner()
149 derivs[1][0] -= 2.0; in derivatives_at_corner()
156 derivs[0][1] -= 2.0; in derivatives_at_corner()
157 derivs[2][1] -= 2.0; in derivatives_at_corner()
[all …]
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| /dports/math/vtk8/VTK-8.2.0/Filters/General/ |
| H A D | vtkCellDerivatives.cxx | 199 … tens[0] = 0.5*(derivs[0]+derivs[0]+derivs[0]*derivs[0]+derivs[3]*derivs[3]+derivs[6]*derivs[6]); in RequestData()
200 … tens[1] = 0.5*(derivs[1]+derivs[3]+derivs[0]*derivs[1]+derivs[3]*derivs[4]+derivs[6]*derivs[7]); in RequestData()
201 … tens[2] = 0.5*(derivs[2]+derivs[6]+derivs[0]*derivs[2]+derivs[3]*derivs[5]+derivs[6]*derivs[8]); in RequestData()
202 … tens[3] = 0.5*(derivs[3]+derivs[1]+derivs[1]*derivs[0]+derivs[4]*derivs[3]+derivs[7]*derivs[6]); in RequestData()
203 … tens[4] = 0.5*(derivs[4]+derivs[4]+derivs[1]*derivs[1]+derivs[4]*derivs[4]+derivs[7]*derivs[7]); in RequestData()
204 … tens[5] = 0.5*(derivs[5]+derivs[7]+derivs[1]*derivs[2]+derivs[4]*derivs[5]+derivs[7]*derivs[8]); in RequestData()
205 … tens[6] = 0.5*(derivs[6]+derivs[2]+derivs[2]*derivs[0]+derivs[5]*derivs[3]+derivs[8]*derivs[6]); in RequestData()
206 … tens[7] = 0.5*(derivs[7]+derivs[5]+derivs[2]*derivs[1]+derivs[5]*derivs[4]+derivs[8]*derivs[7]); in RequestData()
207 … tens[8] = 0.5*(derivs[8]+derivs[8]+derivs[2]*derivs[2]+derivs[5]*derivs[5]+derivs[8]*derivs[8]); in RequestData()
218 w[0] = derivs[7] - derivs[5]; in RequestData()
[all …]
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| /dports/math/vtk9/VTK-9.1.0/Filters/General/ |
| H A D | vtkCellDerivatives.cxx | 164 (derivs[0] + derivs[0] + derivs[0] * derivs[0] + derivs[3] * derivs[3] + in operator ()()
165 derivs[6] * derivs[6]); in operator ()()
167 (derivs[1] + derivs[3] + derivs[0] * derivs[1] + derivs[3] * derivs[4] + in operator ()()
168 derivs[6] * derivs[7]); in operator ()()
170 (derivs[2] + derivs[6] + derivs[0] * derivs[2] + derivs[3] * derivs[5] + in operator ()()
173 (derivs[3] + derivs[1] + derivs[1] * derivs[0] + derivs[4] * derivs[3] + in operator ()()
176 (derivs[4] + derivs[4] + derivs[1] * derivs[1] + derivs[4] * derivs[4] + in operator ()()
179 (derivs[5] + derivs[7] + derivs[1] * derivs[2] + derivs[4] * derivs[5] + in operator ()()
182 (derivs[6] + derivs[2] + derivs[2] * derivs[0] + derivs[5] * derivs[3] + in operator ()()
185 (derivs[7] + derivs[5] + derivs[2] * derivs[1] + derivs[5] * derivs[4] + in operator ()()
[all …]
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| /dports/math/vtk9/VTK-9.1.0/Common/DataModel/ |
| H A D | vtkTriQuadraticPyramid.cxx | 945 derivs[4] + derivs[18] * EIGHTH + NINTH * (derivs[14] + derivs[15] + derivs[16] + derivs[17]); in InterpolationDerivs()
946 derivs[5] = derivs[5] - derivs[13] * HALF - derivs[14] * FOURNINTHS; in InterpolationDerivs()
947 derivs[6] = derivs[6] - derivs[13] * HALF - derivs[15] * FOURNINTHS; in InterpolationDerivs()
948 derivs[7] = derivs[7] - derivs[13] * HALF - derivs[16] * FOURNINTHS; in InterpolationDerivs()
949 derivs[8] = derivs[8] - derivs[13] * HALF - derivs[17] * FOURNINTHS; in InterpolationDerivs()
950 derivs[9] = derivs[9] - derivs[18] * THREESIXTEENTHS + FOURNINTHS * (-derivs[14] - derivs[17]); in InterpolationDerivs()
966 derivs[23] + derivs[37] * EIGHTH + NINTH * (derivs[33] + derivs[34] + derivs[35] + derivs[36]); in InterpolationDerivs()
967 derivs[24] = derivs[24] - derivs[32] * HALF - derivs[33] * FOURNINTHS; in InterpolationDerivs()
968 derivs[25] = derivs[25] - derivs[32] * HALF - derivs[34] * FOURNINTHS; in InterpolationDerivs()
969 derivs[26] = derivs[26] - derivs[32] * HALF - derivs[35] * FOURNINTHS; in InterpolationDerivs()
[all …]
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| H A D | vtkTriQuadraticHexahedron.cxx | 152 double derivs[81]; in EvaluatePosition() local
467 m0[i] += x[i] * derivs[j]; in JacobianInverse()
607 derivs[0] = g1r_r * g1s * g1t; in InterpolationDerivs()
608 derivs[1] = g3r_r * g1s * g1t; in InterpolationDerivs()
609 derivs[2] = g3r_r * g3s * g1t; in InterpolationDerivs()
610 derivs[3] = g1r_r * g3s * g1t; in InterpolationDerivs()
611 derivs[4] = g1r_r * g1s * g3t; in InterpolationDerivs()
612 derivs[5] = g3r_r * g1s * g3t; in InterpolationDerivs()
613 derivs[6] = g3r_r * g3s * g3t; in InterpolationDerivs()
614 derivs[7] = g1r_r * g3s * g3t; in InterpolationDerivs()
[all …]
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| H A D | vtkLagrangeTriangle.cxx | 139 derivs[0] = -1; in InterpolateDerivs()
140 derivs[1] = 1; in InterpolateDerivs()
141 derivs[2] = 0; in InterpolateDerivs()
142 derivs[3] = -1; in InterpolateDerivs()
143 derivs[4] = 0; in InterpolateDerivs()
144 derivs[5] = 1; in InterpolateDerivs()
172 derivs[2] = 0.0; in InterpolateDerivs()
174 derivs[4] = 4.0 * tau[1]; in InterpolateDerivs()
175 derivs[5] = -4.0 * tau[1]; in InterpolateDerivs()
177 derivs[7] = 0.0; in InterpolateDerivs()
[all …]
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| H A D | vtkQuadraticWedge.cxx | 681 derivs[8] = -derivs[7]; in InterpolationDerivs()
684 derivs[11] = -derivs[10]; in InterpolationDerivs()
687 derivs[13] = -derivs[12]; in InterpolationDerivs()
692 derivs[15] = derivs[0]; in InterpolationDerivs()
695 derivs[18] = derivs[3]; in InterpolationDerivs()
700 derivs[22] = -derivs[21]; in InterpolationDerivs()
703 derivs[25] = -derivs[24]; in InterpolationDerivs()
706 derivs[27] = derivs[12]; in InterpolationDerivs()
708 derivs[29] = -derivs[27]; in InterpolationDerivs()
722 derivs[39] = -derivs[36]; in InterpolationDerivs()
[all …]
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| H A D | vtkBiQuadraticQuadraticWedge.cxx | 169 double derivs[3 * 18]; in EvaluatePosition() local
193 rcol[j] += pt[j] * derivs[i]; in EvaluatePosition()
492 m0[i] += x[i] * derivs[j]; in JacobianInverse()
493 m1[i] += x[i] * derivs[18 + j]; in JacobianInverse()
595 derivs[2] = 0; in InterpolationDerivs()
598 derivs[5] = 0; in InterpolationDerivs()
609 derivs[14] = 0; in InterpolationDerivs()
618 derivs[19] = 0; in InterpolationDerivs()
621 derivs[22] = 0; in InterpolationDerivs()
632 derivs[31] = 0; in InterpolationDerivs()
[all …]
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| H A D | vtkLagrangeTetra.cxx | 166 derivs[1] = 1.0; in InterpolateDerivs()
167 derivs[2] = 0.0; in InterpolateDerivs()
168 derivs[3] = 0.0; in InterpolateDerivs()
170 derivs[5] = 0.0; in InterpolateDerivs()
171 derivs[6] = 1.0; in InterpolateDerivs()
172 derivs[7] = 0.0; in InterpolateDerivs()
174 derivs[9] = 0.0; in InterpolateDerivs()
185 double *dWdr = &derivs[0], *dWds = &derivs[15], *dWdt = &derivs[30]; in InterpolateDerivs()
239 derivs[2] = 0.0; in InterpolateDerivs()
240 derivs[3] = 0.0; in InterpolateDerivs()
[all …]
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| /dports/math/moab/fathomteam-moab-7bde9dfb84a8/src/mesquite/MappingFunction/Linear/ |
| H A D | LinearPyramid.cpp | 56 derivs[0][2] = -0.25; in set_equal_derivatives()
60 derivs[1][2] = -0.25; in set_equal_derivatives()
64 derivs[2][2] = -0.25; in set_equal_derivatives()
70 derivs[4][0] = 0.0; in set_equal_derivatives()
71 derivs[4][1] = 0.0; in set_equal_derivatives()
72 derivs[4][2] = 1.0; in set_equal_derivatives()
98 derivs[0][2] = -0.5; in set_edge_derivatives()
102 derivs[1][2] = -0.5; in set_edge_derivatives()
112 derivs[4][0] = 0.0; in set_edge_derivatives()
113 derivs[4][1] = 0.0; in set_edge_derivatives()
[all …]
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| H A D | LinearQuadrilateral.cpp | 113 derivs[0][0] = sign[ xi][corner]; in derivatives_at_corner()
114 derivs[0][1] = sign[eta][corner]; in derivatives_at_corner()
115 derivs[1][0] = sign[ xi][adj_in_xi ]; in derivatives_at_corner()
116 derivs[1][1] = 0.0; in derivatives_at_corner()
117 derivs[2][0] = 0.0; in derivatives_at_corner()
141 derivs[othr1_vtx][direction] = 0.0; in derivatives_at_mid_edge()
142 derivs[othr2_vtx][direction] = 0.0; in derivatives_at_mid_edge()
156 vertices[0] = 0; derivs[0][0] = -0.5; derivs[0][1] = -0.5; in derivatives_at_mid_elem()
157 vertices[1] = 1; derivs[1][0] = 0.5; derivs[1][1] = -0.5; in derivatives_at_mid_elem()
158 vertices[2] = 2; derivs[2][0] = 0.5; derivs[2][1] = 0.5; in derivatives_at_mid_elem()
[all …]
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| /dports/math/vtk6/VTK-6.2.0/Common/DataModel/ |
| H A D | vtkTriQuadraticHexahedron.cxx | 141 double derivs[81]; in EvaluatePosition() local
470 m0[i] += x[i] * derivs[j]; in JacobianInverse()
580 double derivs[81]) in InterpolationDerivs()
615 derivs[0] = g1r_r * g1s * g1t; in InterpolationDerivs()
616 derivs[1] = g3r_r * g1s * g1t; in InterpolationDerivs()
617 derivs[2] = g3r_r * g3s * g1t; in InterpolationDerivs()
618 derivs[3] = g1r_r * g3s * g1t; in InterpolationDerivs()
619 derivs[4] = g1r_r * g1s * g3t; in InterpolationDerivs()
620 derivs[5] = g3r_r * g1s * g3t; in InterpolationDerivs()
621 derivs[6] = g3r_r * g3s * g3t; in InterpolationDerivs()
[all …]
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| H A D | vtkQuadraticWedge.cxx | 649 derivs[8] = -derivs[7]; in InterpolationDerivs()
652 derivs[11] = -derivs[10]; in InterpolationDerivs()
655 derivs[13] = -derivs[12]; in InterpolationDerivs()
660 derivs[15] = derivs[0]; in InterpolationDerivs()
663 derivs[18] = derivs[3]; in InterpolationDerivs()
668 derivs[22] = -derivs[21]; in InterpolationDerivs()
671 derivs[25] = -derivs[24]; in InterpolationDerivs()
674 derivs[27] = derivs[12]; in InterpolationDerivs()
676 derivs[29] = -derivs[27]; in InterpolationDerivs()
690 derivs[39] = -derivs[36]; in InterpolationDerivs()
[all …]
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| H A D | vtkBiQuadraticQuadraticWedge.cxx | 160 double derivs[3 * 18]; in EvaluatePosition() local
184 rcol[j] += pt[j] * derivs[i]; in EvaluatePosition()
495 m0[i] += x[i] * derivs[j]; in JacobianInverse()
496 m1[i] += x[i] * derivs[18 + j]; in JacobianInverse()
594 derivs[2] = 0; in InterpolationDerivs()
597 derivs[5] = 0; in InterpolationDerivs()
608 derivs[14] = 0; in InterpolationDerivs()
617 derivs[19] = 0; in InterpolationDerivs()
620 derivs[22] = 0; in InterpolationDerivs()
631 derivs[31] = 0; in InterpolationDerivs()
[all …]
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| /dports/math/vtk8/VTK-8.2.0/Common/DataModel/ |
| H A D | vtkTriQuadraticHexahedron.cxx | 141 double derivs[81]; in EvaluatePosition() local
468 m0[i] += x[i] * derivs[j]; in JacobianInverse()
578 double derivs[81]) in InterpolationDerivs()
613 derivs[0] = g1r_r * g1s * g1t; in InterpolationDerivs()
614 derivs[1] = g3r_r * g1s * g1t; in InterpolationDerivs()
615 derivs[2] = g3r_r * g3s * g1t; in InterpolationDerivs()
616 derivs[3] = g1r_r * g3s * g1t; in InterpolationDerivs()
617 derivs[4] = g1r_r * g1s * g3t; in InterpolationDerivs()
618 derivs[5] = g3r_r * g1s * g3t; in InterpolationDerivs()
619 derivs[6] = g3r_r * g3s * g3t; in InterpolationDerivs()
[all …]
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| H A D | vtkQuadraticWedge.cxx | 681 derivs[8] = -derivs[7]; in InterpolationDerivs()
684 derivs[11] = -derivs[10]; in InterpolationDerivs()
687 derivs[13] = -derivs[12]; in InterpolationDerivs()
692 derivs[15] = derivs[0]; in InterpolationDerivs()
695 derivs[18] = derivs[3]; in InterpolationDerivs()
700 derivs[22] = -derivs[21]; in InterpolationDerivs()
703 derivs[25] = -derivs[24]; in InterpolationDerivs()
706 derivs[27] = derivs[12]; in InterpolationDerivs()
708 derivs[29] = -derivs[27]; in InterpolationDerivs()
722 derivs[39] = -derivs[36]; in InterpolationDerivs()
[all …]
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| H A D | vtkBiQuadraticQuadraticWedge.cxx | 160 double derivs[3 * 18]; in EvaluatePosition() local
184 rcol[j] += pt[j] * derivs[i]; in EvaluatePosition()
496 m0[i] += x[i] * derivs[j]; in JacobianInverse()
497 m1[i] += x[i] * derivs[18 + j]; in JacobianInverse()
595 derivs[2] = 0; in InterpolationDerivs()
598 derivs[5] = 0; in InterpolationDerivs()
609 derivs[14] = 0; in InterpolationDerivs()
618 derivs[19] = 0; in InterpolationDerivs()
621 derivs[22] = 0; in InterpolationDerivs()
632 derivs[31] = 0; in InterpolationDerivs()
[all …]
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| /dports/math/py-Pyomo/Pyomo-6.1.2/pyomo/core/tests/unit/ |
| H A D | test_derivs.py | 41 derivs = reverse_ad(e)
53 derivs = reverse_ad(e)
65 derivs = reverse_ad(e)
77 derivs = reverse_ad(e)
89 derivs = reverse_ad(e)
98 derivs = reverse_ad(e)
107 derivs = reverse_ad(e)
116 derivs = reverse_ad(e)
125 derivs = reverse_ad(e)
134 derivs = reverse_ad(e)
[all …]
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| /dports/math/vtk6/VTK-6.2.0/Filters/General/ |
| H A D | vtkCellDerivatives.cxx | 178 tens->SetComponent(0,0, derivs[0]); in RequestData()
179 tens->SetComponent(0,1, derivs[1]); in RequestData()
193 tens->SetComponent(0,1, 0.5*(derivs[1]+derivs[3])); in RequestData()
194 tens->SetComponent(0,2, 0.5*(derivs[2]+derivs[6])); in RequestData()
195 tens->SetComponent(1,0, 0.5*(derivs[1]+derivs[3])); in RequestData()
197 tens->SetComponent(1,2, 0.5*(derivs[5]+derivs[7])); in RequestData()
198 tens->SetComponent(2,0, 0.5*(derivs[2]+derivs[6])); in RequestData()
199 tens->SetComponent(2,1, 0.5*(derivs[5]+derivs[7])); in RequestData()
211 w[0] = derivs[7] - derivs[5]; in RequestData()
212 w[1] = derivs[2] - derivs[6]; in RequestData()
[all …]
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| /dports/math/stanmath/math-4.2.0/test/unit/math/fwd/ |
| H A D | eigen_plugins_test.cpp | 10 MatrixXd derivs = MatrixXd::Random(100, 100); in TEST() local
17 mat_in(i, j).d_ = derivs(i, j); in TEST()
24 EXPECT_MATRIX_FLOAT_EQ(derivs, mat_in.d()); in TEST()
30 EXPECT_EQ(mat_in.d().rows(), derivs.rows()); in TEST()
46 mat_in(i, j).d_.val_ = derivs(i, j); in TEST()
68 VectorXd derivs = VectorXd::Random(100); in TEST() local
74 vec_in(i).d_ = derivs(i); in TEST()
95 VectorXd derivs = VectorXd::Random(100); in TEST() local
101 vec_in(i).d_.val_ = derivs(i); in TEST()
128 row_vec_in(i).d_ = derivs(i); in TEST()
[all …]
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| /dports/math/stanmath/math-4.2.0/test/unit/math/mix/ |
| H A D | eigen_plugins_test.cpp | 10 MatrixXd derivs = MatrixXd::Random(100, 100); in TEST() local
16 mat_in(i, j).d_ = derivs(i, j); in TEST()
38 MatrixXd derivs = MatrixXd::Random(100, 100); in TEST() local
44 mat_in(i, j).d_ = derivs(i, j); in TEST()
53 EXPECT_MATRIX_FLOAT_EQ(derivs.array().exp(), in TEST()
68 VectorXd derivs = VectorXd::Random(100); in TEST() local
73 vec_in(i).d_ = derivs(i); in TEST()
94 VectorXd derivs = VectorXd::Random(100); in TEST() local
99 vec_in(i).d_ = derivs(i); in TEST()
127 row_vec_in(i).d_ = derivs(i); in TEST()
[all …]
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| /dports/math/stanmath/math-4.2.0/test/unit/math/rev/ |
| H A D | eigen_plugins_test.cpp | 11 MatrixXd derivs = MatrixXd::Random(100, 100); in TEST() local
17 mat_in(i, j).vi_->adj_ = derivs(i, j); in TEST()
23 EXPECT_MATRIX_FLOAT_EQ(derivs, mat_in.adj()); in TEST()
29 EXPECT_EQ(mat_in.adj().rows(), derivs.rows()); in TEST()
30 EXPECT_EQ(mat_in.adj().cols(), derivs.cols()); in TEST()
42 EXPECT_MATRIX_FLOAT_EQ(derivs, mat_vi.adj()); in TEST()
48 EXPECT_EQ(mat_vi.adj().rows(), derivs.rows()); in TEST()
58 VectorXd derivs = VectorXd::Random(100); in TEST() local
63 vec_in(i).vi_->adj_ = derivs(i); in TEST()
68 EXPECT_MATRIX_FLOAT_EQ(derivs, vec_in.adj()); in TEST()
[all …]
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