/dports/cad/meshlab/meshlab-Meshlab-2020.05/src/plugins_unsupported/external/CoMISo/Solver/ |
H A D | SparseQRSolver.cc | 84 matA.nrow = n; in calc_system() 85 matA.ncol = n; in calc_system() 91 matA.nz = 0; in calc_system() 92 matA.z = 0; in calc_system() 94 matA.stype = 0; in calc_system() 99 matA.sorted = 1; in calc_system() 169 matA.nrow = n; in update_system() 170 matA.ncol = n; in update_system() 176 matA.nz = 0; in update_system() 177 matA.z = 0; in update_system() [all …]
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H A D | CholmodSolver.cc | 89 matA.nrow = n; in calc_system() 90 matA.ncol = n; in calc_system() 96 matA.nz = 0; in calc_system() 97 matA.z = 0; in calc_system() 100 matA.stype = 1; in calc_system() 104 matA.sorted = 1; in calc_system() 171 matA.nrow = n; in update_system() 172 matA.ncol = n; in update_system() 178 matA.nz = 0; in update_system() 179 matA.z = 0; in update_system() [all …]
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/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/src/eigenSolvers/eigenCore/ |
H A D | GeneralizedSelfAdjointEigenSolver.hpp | 122 : Base(matA.numOfCols()) in GeneralizedSelfAdjointEigenSolver() 124 compute(matA, matB, options); in GeneralizedSelfAdjointEigenSolver() 174 …if (matA.numOfCols() != matA.numOfRows()) { matA.nonSquare("Computing generalized selfadjoint matr… in compute() 176 …if (matA.numOfCols() != matB.numOfCols()) { matA.mismatchDims("Computing generalized selfadjoint m… in compute() 194 MatrixType matC(matA.numOfRows(), matA.numOfCols()); in compute() 195 cholB.solveCholeskyInplaceLower(matA, matC); in compute() 207 MatrixType matC(matA.numOfRows(), matA.numOfCols()); in compute() 213 multMatMat(matA, cholB, temp); in compute() 229 MatrixType matC(matA.numOfRows(), matA.numOfCols()); in compute() 231 multMatMat(matA, cholB, temp); in compute() [all …]
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/dports/science/teem/teem-1.11.0-src/src/limn/test/ |
H A D | soid.c | 121 ELL_4M_IDENTITY_SET(matA); in main() 123 ell_4m_post_mul_f(matA, matB); in main() 125 ell_4m_post_mul_f(matA, matB); in main() 130 ELL_4M_IDENTITY_SET(matA); in main() 132 ell_4m_post_mul_f(matA, matB); in main() 134 ell_4m_post_mul_f(matA, matB); in main() 138 ELL_4M_IDENTITY_SET(matA); in main() 146 ELL_4M_IDENTITY_SET(matA); in main() 154 ELL_4M_IDENTITY_SET(matA); in main() 162 ELL_4M_IDENTITY_SET(matA); in main() [all …]
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H A D | tps.c | 109 ELL_4M_IDENTITY_SET(matA); in main() 112 limnObjectPartTransform(obj, partIdx, matA); in main() 116 ELL_4M_IDENTITY_SET(matA); in main() 119 limnObjectPartTransform(obj, partIdx, matA); in main() 122 ELL_4M_IDENTITY_SET(matA); in main() 125 limnObjectPartTransform(obj, partIdx, matA); in main() 129 ELL_4M_IDENTITY_SET(matA); in main() 132 limnObjectPartTransform(obj, partIdx, matA); in main() 135 ELL_4M_IDENTITY_SET(matA); in main() 138 limnObjectPartTransform(obj, partIdx, matA); in main() [all …]
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/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/src/largeMatrix/ |
H A D | LargeMatrix.cpp | 219 if ((matA.nbRows != matB.nbRows) || (matA.nbCols != matB.nbCols) || in addMatrixMatrix() 220 (matA.nbRows != matC.nbRows) || (matA.nbCols != matC.nbCols) ) in addMatrixMatrix() 233 matA.storage_p->addMatrixMatrix(matA.values_, matB.values_, matC.values_); in addMatrixMatrix() 245 matA.storage_p->addMatrixMatrix(matA.values_, matB.values_, matC.values_); in addMatrixMatrix() 248 …if ((matA.sym == matB.sym) || ((_noSymmetry != matB.sym) && ((_selfAdjoint == matA.sym) || (_skewA… in addMatrixMatrix() 250 matC.sym = matA.sym; in addMatrixMatrix() 271 if ((matA.nbRows != matB.nbRows) || (matA.nbCols != matB.nbCols) || in addMatrixMatrix() 272 (matA.nbRows != matC.nbRows) || (matA.nbCols != matC.nbCols) ) in addMatrixMatrix() 285 matA.storage_p->addMatrixMatrix(matA.values_, matB.values_, matC.values_); in addMatrixMatrix() 297 matA.storage_p->addMatrixMatrix(matA.values_, matB.values_, matC.values_); in addMatrixMatrix() [all …]
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/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/src/eigenSolvers/eigenCore/decomposition/ |
H A D | Tridiagonalization.hpp | 299 number_t n = matA.numOfRows(); in tridiagonalizationInplace() 300 if (n != matA.numOfCols()) { matA.nonSquare("Tridiagonalization", n, matA.numOfCols()); } in tridiagonalizationInplace() 309 CoeffVectorType col = matA.columnVector(i); in tridiagonalizationInplace() 316 matA.columnVector(i, col); in tridiagonalizationInplace() 335 matA.rankUpdate(idx, colTemp, hCoeffTemp, -1); in tridiagonalizationInplace() 337 matA.columnVector(i, col); in tridiagonalizationInplace() 348 number_t n = matA.numOfRows(); in tridiagonalizationUpperInplace() 349 if (n != matA.numOfCols()) { matA.nonSquare("Tridiagonalization", n, matA.numOfCols()); } in tridiagonalizationUpperInplace() 359 CoeffVectorType col = matA.columnVector(i); in tridiagonalizationUpperInplace() 366 matA.columnVector(i, col); in tridiagonalizationUpperInplace() [all …]
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/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/src/solvers/ |
H A D | CgSolver.hpp | 64 VecX operator()(Mat& matA, VecB& vecB, VecX& vecX0) in operator ()() argument 67 return (*this)( matA, vecB, vecX0, _real ); in operator ()() 68 else return (*this)( matA, vecB, vecX0, _complex ); in operator ()() 87 multMatrixVector(matA, x, r); in operator ()() 90 if (_real == solType) algorithm<real_t>(matA, vecB, x, r); in operator ()() 101 VecX operator()(Mat& matA, VecB& vecB, ValueType solType) in operator ()() argument 103 return (*this)(matA, vecB, vecB, solType); in operator ()() 111 return (*this)( matA, vecB, vecX0, pc, _real ); 114 return (*this)( matA, vecB, vecX0, pc, _complex ); 130 multMatrixVector(matA, x, r); [all …]
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H A D | SsorSolver.hpp | 64 VecX operator()(Mat& matA, VecB& vecB, VecX& vecX0) in operator ()() argument 79 multMatrixVector(matA, x, r); in operator ()() 83 algorithm(matA, vecB, x, r); in operator ()() 95 Vec operator()(Mat& matA, Vec& vecB) { return (*this)(matA, vecB, vecB); } in operator ()() argument 110 void algorithm(Mat& matA, VecB& vecB, VecX& vecX, VecX& vecR) in algorithm() argument 120 matA.sorLowerSolve(vecB, t1, omega_); in algorithm() 121 matA.sorDiagonalMatrixVector(t1, t2, (2./omega_) - 1.); in algorithm() 122 matA.sorUpperSolve(t2, tb, omega_); in algorithm() 129 matA.sorLowerSolve(t1, t2, omega_); // t2 = [D/w+L]^{-1}.t1 in algorithm() 130 matA.sorLowerMatrixVector(t2, t1, 1.- (1./omega_)); // t1 = [(1-1/w)D+L].t2 in algorithm() [all …]
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H A D | BicgSolver.hpp | 70 VecX operator()(Mat& matA, VecB& vecB, VecX& vecX0) in operator ()() argument 74 return (*this)( matA, vecB, vecX0, _real ); in operator ()() 75 else return (*this)( matA, vecB, vecX0, _complex ); in operator ()() 90 multMatrixVector(matA, x, r); in operator ()() 105 VecX operator()(Mat& matA, VecX& vecB, ValueType solType) in operator ()() argument 107 return (*this)(matA, vecB, vecB, solType); in operator ()() 117 return (*this)( matA, vecB, vecX0, pc, _real ); 121 return (*this)( matA, vecB, vecX0, pc, _complex ); 144 multMatrixVector(matA, x, r); 198 multMatrixVector(matA, P, Q); //Q=A*P; in algorithm() [all …]
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/dports/devel/riscv64-none-elf-gcc/gcc-8.4.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc12-devel/gcc-12-20211205/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc10/gcc-10.3.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc11/gcc-11.2.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/devel/arm-none-eabi-gcc/gcc-8.4.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/devel/riscv32-unknown-elf-gcc/gcc-8.4.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc9-devel/gcc-9-20211007/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/devel/aarch64-none-elf-gcc/gcc-8.4.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc48/gcc-4.8.5/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/devel/arm-none-eabi-gcc492/gcc-4.9.2/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc11-devel/gcc-11-20211009/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/misc/cxx_atomics_pic/gcc-11.2.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc6-aux/gcc-6-20180516/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gcc8/gcc-8.5.0/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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/dports/lang/gnat_util/gcc-6-20180516/gcc/testsuite/gfortran.dg/ |
H A D | array_function_5.f90 | 7 real, dimension(3,3) :: matA,matB,matC variable 9 matA(1,:)=(/1., 2., 3./) 10 matA(2,:)=(/4., 5., 6./) 11 matA(3,:)=(/7., 8., 9./) 13 matB=matmul(transpose(0.5*matA),matA) 14 matC = transpose(0.5*matA) 15 matC = matmul(matC, matA)
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