/dports/science/jmol/jmol-14.32.7/src/org/jmol/util/ |
H A D | Tensor.java | 118 public V3[] eigenVectors; field in Tensor 242 eigenVectors[1]); in getInfo() 379 t.eigenVectors = eigenVectors; in copyTensor() 500 eigenVectors = new V3[3]; in setFromAxes() 508 if (Math.abs(eigenVectors[0].dot(eigenVectors[1])) > 0.0001f in setFromAxes() 509 || Math.abs(eigenVectors[1].dot(eigenVectors[2])) > 0.0001f in setFromAxes() 510 || Math.abs(eigenVectors[2].dot(eigenVectors[0])) > 0.0001f) in setFromAxes() 527 eigenVectors = new V3[3]; in setFromThermalEquation() 593 eigenVectors = vectors; in newTensorType() 683 eigenVectors[0] = eigenVectors[2]; in sortAndNormalize() [all …]
|
/dports/audio/faust/faust-2.37.3/tools/physicalModeling/mesh2faust/vega/libraries/minivector/ |
H A D | mat3d.cpp | 99 Vec3d eigenVectors[3]; in SVD() local 101 eigen_sym(normalEq, eigenValues, eigenVectors); in SVD() 103 V.set(eigenVectors[0][0], eigenVectors[1][0], eigenVectors[2][0], in SVD() 104 eigenVectors[0][1], eigenVectors[1][1], eigenVectors[2][1], in SVD() 105 eigenVectors[0][2], eigenVectors[1][2], eigenVectors[2][2]); in SVD()
|
/dports/math/mlpack/mlpack-3.4.2/src/mlpack/core/data/scaler_methods/ |
H A D | pca_whitening.hpp | 75 eig_sym(eigenValues, eigenVectors, mlpack::math::ColumnCovariance( in Fit() 89 if (eigenValues.is_empty() || eigenVectors.is_empty()) in Transform() 96 output = arma::diagmat(1.0 / (arma::sqrt(eigenValues))) * eigenVectors.t() in Transform() 109 output = arma::diagmat(arma::sqrt(eigenValues)) * inv(eigenVectors.t()) in InverseTransform() 119 const arma::mat& EigenVectors() const { return eigenVectors; } in EigenVectors() 127 ar & BOOST_SERIALIZATION_NVP(eigenVectors); in serialize() 136 arma::mat eigenVectors; member in mlpack::data::PCAWhitening
|
/dports/math/dune-common/dune-common-df65b1282ea89ad40d2cb6565983f7e633ccce31/dune/common/ |
H A D | fmatrixev.hh | 294 FieldMatrix<K, 1, 1>& eigenVectors) in eigenValuesVectorsImpl() argument 298 eigenVectors[0] = {1.0}; in eigenValuesVectorsImpl() 306 FieldMatrix<K, 2, 2>& eigenVectors) in eigenValuesVectorsImpl() argument 325 eigenVectors[0] = {1.0, 0.0}; in eigenValuesVectorsImpl() 326 eigenVectors[1] = {0.0, 1.0}; in eigenValuesVectorsImpl() 348 FieldMatrix<K, 3, 3>& eigenVectors) in eigenValuesVectorsImpl() argument 374 std::swap(eigenVectors[0], eigenVectors[1]); in eigenValuesVectorsImpl() 379 std::swap(eigenVectors[1], eigenVectors[2]); in eigenValuesVectorsImpl() 384 std::swap(eigenVectors[0], eigenVectors[1]); in eigenValuesVectorsImpl() 413 eigenVectors[i] = pairs[i].second; in eigenValuesVectorsImpl() [all …]
|
H A D | dynmatrixev.hh | 39 std::vector<DynamicVector<K>>* eigenVectors = nullptr in eigenValuesNonSym() argument 47 const char jobvr = eigenVectors ? 'v' : 'n'; in eigenValuesNonSym() 67 const long int lwork = eigenVectors ? 4*N : 3*N; in eigenValuesNonSym() 69 auto vr = eigenVectors ? std::make_unique<double[]>(N*N) : std::unique_ptr<double[]>{}; in eigenValuesNonSym() 89 if (eigenVectors) { in eigenValuesNonSym() 90 eigenVectors->resize(N); in eigenValuesNonSym() 92 auto& v = (*eigenVectors)[i]; in eigenValuesNonSym()
|
/dports/science/rdkit/rdkit-Release_2021_03_5/Code/Numerics/EigenSolvers/ |
H A D | PowerEigenSolver.cpp | 21 DoubleVector &eigenValues, DoubleMatrix *eigenVectors, in powerEigenSolver() argument 32 if (eigenVectors) { in powerEigenSolver() 34 evRows = eigenVectors->numRows(); in powerEigenSolver() 35 evCols = eigenVectors->numCols(); in powerEigenSolver() 82 if (eigenVectors) { in powerEigenSolver() 83 id = ei * eigenVectors->numCols(); in powerEigenSolver() 84 double *eigVecData = eigenVectors->getData(); in powerEigenSolver()
|
H A D | PowerEigenSolver.h | 58 DoubleMatrix *eigenVectors = nullptr, int seed = -1); 62 DoubleMatrix &eigenVectors, int seed = -1) { 63 return powerEigenSolver(numEig, mat, eigenValues, &eigenVectors, seed);
|
/dports/science/berkeleygw/BGW-2.0.0/MeanField/EPM/ |
H A D | hamiltonianMod.f90 | 224 eigenStates%eigenVectors(1:eigenStates%maxBasisVectors, 1:eigenStates%numStates, k) = & 297 energy = energy + conjg(eigenStates%eigenVectors(ig2, ist, ik)) * & 298 hamiltonian%SqH(ig2, ig) * eigenStates%eigenVectors(ig, ist, ik) 306 eigenStates%eigenVectors(:, ist, ik), 1, (zero, zero), Hpsi(:), 1) 309 eigenStates%eigenVectors(:, ist, ik), 1, (zero, zero), Hpsi(:), 1) 311 energy = zdotc(ng, eigenStates%eigenVectors(:, ist, ik), 1, Hpsi(:), 1) 341 …overlap = overlap + conjg(eigenStates%eigenVectors(ig, ist, ik)) * eigenStates%eigenVectors(ig, is… 344 …overlap = zdotc(ng, eigenStates%eigenVectors(:, ist, ik), 1, eigenStates%eigenVectors(:, ist2, ik)… 383 … Hdiag(ist2, ist) = Hdiag(ist2, ist) + conjg(eigenStates%eigenVectors(ig2, ist2, ik)) * & 384 hamiltonian%SqH(ig2, ig) * eigenStates%eigenVectors(ig, ist, ik) [all …]
|
H A D | tiseOpsMod.f90 | 33 & eigenStates%eigenVectors(:, iBand, kPoint), & 85 & eigenStates%eigenVectors( :, iBand, kPoint ), & 118 & conjg( eigenStates%eigenVectors( i, iBand, kPoint )) * & 119 & eigenStates%eigenVectors( i, iBand, kPoint ) 185 eigenStates%eigenVectors( :, iBand, kPoint ) = & 186 & eigenStates%eigenVectors( :, iBand, kPoint ) * minVec%cosine + & 278 & conjg(eigenStates%eigenVectors(r,iband,kPoint))* & 279 & eigenStates%eigenVectors(r,iband,kPoint) 343 eigenStates%eigenVectors( :, iBand, kPoint ) = & 344 & eigenStates%eigenVectors( :, iBand, kPoint ) * minVec%cosine + &
|
H A D | eigenStatesMod.f90 | 24 complex(double), pointer :: eigenVectors(:,:,:), ePsi(:,:) 52 nullify( eigenStates%eigenVectors ) 68 allocate( eigenStates%eigenVectors( eigenStates%maxBasisVectors, & 101 deallocate( eigenStates%eigenVectors, eigenStates%eigenValues, &
|
/dports/games/dhewm3/dhewm3-1.5.1/neo/idlib/bv/ |
H A D | Box.cpp | 643 idMatX eigenVectors; in FromPoints() local 677 eigenVectors[0][0] = sumXX; in FromPoints() 678 eigenVectors[0][1] = sumXY; in FromPoints() 679 eigenVectors[0][2] = sumXZ; in FromPoints() 680 eigenVectors[1][0] = sumXY; in FromPoints() 681 eigenVectors[1][1] = sumYY; in FromPoints() 682 eigenVectors[1][2] = sumYZ; in FromPoints() 683 eigenVectors[2][0] = sumXZ; in FromPoints() 684 eigenVectors[2][1] = sumYZ; in FromPoints() 685 eigenVectors[2][2] = sumZZ; in FromPoints() [all …]
|
/dports/science/jstrack/jstrack/extlib/tcllib1.19/math/ |
H A D | pca.tcl | 33 variable eigenVectors {} 79 set eigenVectors [lindex $usv 2] 91 set retainedVectors $eigenVectors 99 variable eigenVectors 103 return $eigenVectors 228 variable eigenVectors 273 foreach row $eigenVectors { 278 set retainedVectors $eigenVectors
|
/dports/devel/tcllib/tcllib-1.20/modules/math/ |
H A D | pca.tcl | 33 variable eigenVectors {} 79 set eigenVectors [lindex $usv 2] 91 set retainedVectors $eigenVectors 99 variable eigenVectors 103 return $eigenVectors 228 variable eigenVectors 273 foreach row $eigenVectors { 278 set retainedVectors $eigenVectors
|
/dports/devel/tcllibc/tcllib-1.20/modules/math/ |
H A D | pca.tcl | 33 variable eigenVectors {} 79 set eigenVectors [lindex $usv 2] 91 set retainedVectors $eigenVectors 99 variable eigenVectors 103 return $eigenVectors 228 variable eigenVectors 273 foreach row $eigenVectors { 278 set retainedVectors $eigenVectors
|
/dports/audio/faust/faust-2.37.3/tools/physicalModeling/mesh2faust/src/ |
H A D | mesh2faust.cpp | 242 double *eigenVectors = in main() local 256 … stiffnessMatrix, massMatrix, femNModes, eigenValues, eigenVectors, sigma, in main() 331 … pow(eigenVectors[(j + lowestModeIndex) * stiffnessMatrix->Getn() + in main() 334 … pow(eigenVectors[(j + lowestModeIndex) * stiffnessMatrix->Getn() + in main() 337 … pow(eigenVectors[(j + lowestModeIndex) * stiffnessMatrix->Getn() + in main() 342 … pow(eigenVectors[(j + lowestModeIndex) * stiffnessMatrix->Getn() + in main() 345 … pow(eigenVectors[(j + lowestModeIndex) * stiffnessMatrix->Getn() + in main() 348 … pow(eigenVectors[(j + lowestModeIndex) * stiffnessMatrix->Getn() + in main() 441 free(eigenVectors); in main()
|
/dports/science/chrono/chrono-7.0.1/src/chrono_thirdparty/HACDv2/ |
H A D | dgMatrix.cpp | 477 mat = initialGuess * mat * eigenVectors; in EigenVectors() 495 …HACD_ASSERT (dgAbsf((eigenVectors.m_front % eigenVectors.m_front) - hacd::HaF32(1.0f)) < dgEPSILON… in EigenVectors() 496 HACD_ASSERT (dgAbsf((eigenVectors.m_up % eigenVectors.m_up) - hacd::HaF32(1.0f)) < dgEPSILON); in EigenVectors() 497 …HACD_ASSERT (dgAbsf((eigenVectors.m_right % eigenVectors.m_right) - hacd::HaF32(1.0f)) < dgEPSILON… in EigenVectors() 500 dgVector tmp (eigenVectors.m_front * eigenVectors.m_up); in EigenVectors() 502 eigenVectors.m_right = eigenVectors.m_right.Scale (-hacd::HaF32(1.0f)); in EigenVectors() 506 *this = eigenVectors.Inverse(); in EigenVectors() 573 hacd::HaF32 g = eigenVectors[j][ip]; in EigenVectors() 574 hacd::HaF32 h = eigenVectors[j][iq]; in EigenVectors() 575 eigenVectors[j][ip] = g - s * (h + g * tau); in EigenVectors() [all …]
|
/dports/science/InsightToolkit/ITK-5.0.1/Modules/Core/Common/include/ |
H A D | itkSymmetricEigenAnalysis.h | 110 eigenVectors = eigenVectors * perm; in permuteColumnsWithSortIndices() 484 const auto &eigenVectors = solver.eigenvectors(); 489 auto copyEigenVectors = eigenVectors; 509 EigenVectors[row][col] = eigenVectors(col, row); 549 const auto & eigenVectors = solver.eigenvectors(); 553 auto copyEigenVectors = eigenVectors; 821 const auto & eigenVectors = solver.eigenvectors(); 825 auto copyEigenVectors = eigenVectors; 882 const auto &eigenVectors = solver.eigenvectors(); 887 auto copyEigenVectors = eigenVectors; [all …]
|
/dports/emulators/mess/mame-mame0226/3rdparty/bimg/3rdparty/nvtt/nvmath/ |
H A D | fitting.cpp | 263 Vector3 eigenVectors[3]; in firstEigenVector_EigenSolver3() local 269 return eigenVectors[0]; in firstEigenVector_EigenSolver3() 298 Vector4 eigenVectors[4]; in firstEigenVector_EigenSolver4() local 304 return eigenVectors[0]; in firstEigenVector_EigenSolver4() 385 Vector3 eigenVectors[3]; in bestPlane() local 401 Vector3 eigenVectors[3]; in isPlanar() local 438 eigenVectors[i] = Vector3(0); in eigenSolveSymmetric3() 461 swap(eigenVectors[0], eigenVectors[2]); in eigenSolveSymmetric3() 466 swap(eigenVectors[0], eigenVectors[1]); in eigenSolveSymmetric3() 471 swap(eigenVectors[1], eigenVectors[2]); in eigenSolveSymmetric3() [all …]
|
/dports/emulators/mame/mame-mame0226/3rdparty/bimg/3rdparty/nvtt/nvmath/ |
H A D | fitting.cpp | 263 Vector3 eigenVectors[3]; in firstEigenVector_EigenSolver3() local 269 return eigenVectors[0]; in firstEigenVector_EigenSolver3() 298 Vector4 eigenVectors[4]; in firstEigenVector_EigenSolver4() local 304 return eigenVectors[0]; in firstEigenVector_EigenSolver4() 385 Vector3 eigenVectors[3]; in bestPlane() local 401 Vector3 eigenVectors[3]; in isPlanar() local 438 eigenVectors[i] = Vector3(0); in eigenSolveSymmetric3() 461 swap(eigenVectors[0], eigenVectors[2]); in eigenSolveSymmetric3() 466 swap(eigenVectors[0], eigenVectors[1]); in eigenSolveSymmetric3() 471 swap(eigenVectors[1], eigenVectors[2]); in eigenSolveSymmetric3() [all …]
|
/dports/x11-toolkits/qt5-virtualkeyboard/kde-qtvirtualkeyboard-5.15.2p4/src/plugins/lipi-toolkit/3rdparty/lipi-toolkit/src/reco/shaperec/activedtw/ |
H A D | ActiveDTWAdapt.cpp | 571 double2DVector eigenVectors; in adaptCluster() local 573 eigenVectors.assign(featureSize,tempVector); in adaptCluster() 665 eigenVectors.clear(); in adaptCluster() 765 double2DVector eigenVectors; in adaptCluster() local 770 eigenVectors.assign(featureSize,tempVector); in adaptCluster() 782 …eigenVectors[i][j] = eigenVectors[i][j] + (oldEigenVectors[k][i] * intermediateEigenVectors[k][j]); in adaptCluster() 863 eigenVectors.clear(); in adaptCluster() 1059 double2DVector eigenVectors; in trainSingletons() local 1139 eigenVectors.push_back(tempEigenVector); in trainSingletons() 1156 clusterModel.setEigenVectors(eigenVectors); in trainSingletons() [all …]
|
/dports/math/dune-common/dune-common-df65b1282ea89ad40d2cb6565983f7e633ccce31/dune/common/test/ |
H A D | eigenvaluestest.cc | 104 FieldMatrix<field_type,dim,dim> eigenVectors; in testSymmetricFieldMatrix() local 105 FMatrixHelp::eigenValuesVectors(testMatrix, eigenValues, eigenVectors); in testSymmetricFieldMatrix() 126 if (isnan(eigenVectors[j][k])) in testSymmetricFieldMatrix() 139 testMatrix.mv(eigenVectors[j], Av); in testSymmetricFieldMatrix() 140 …if((Av - eigenValues[j]*eigenVectors[j]).two_norm() > dim*std::sqrt(std::numeric_limits<field_type… in testSymmetricFieldMatrix() 145 for(auto& ev : eigenVectors) { in testSymmetricFieldMatrix()
|
/dports/science/InsightToolkit/ITK-5.0.1/Modules/Core/Common/test/ |
H A D | itkSymmetricSecondRankTensorTest.cxx | 216 Double3DTensorType::EigenVectorsMatrixType eigenVectors; in itkSymmetricSecondRankTensorTest() local 218 tensor3D.ComputeEigenAnalysis( eigenValues, eigenVectors ); in itkSymmetricSecondRankTensorTest() 225 std::cout << eigenVectors << std::endl; in itkSymmetricSecondRankTensorTest() 273 tensor3D.ComputeEigenAnalysis( eigenValues, eigenVectors ); in itkSymmetricSecondRankTensorTest() 280 std::cout << eigenVectors << std::endl; in itkSymmetricSecondRankTensorTest() 327 tensor3D.ComputeEigenAnalysis( eigenValues, eigenVectors ); in itkSymmetricSecondRankTensorTest() 334 std::cout << eigenVectors << std::endl; in itkSymmetricSecondRankTensorTest()
|
/dports/science/InsightToolkit/ITK-5.0.1/Modules/Filtering/DiffusionTensorImage/test/ |
H A D | itkDiffusionTensor3DTest.cxx | 232 Double3DTensorType::EigenVectorsMatrixType eigenVectors; in itkDiffusionTensor3DTest() local 234 tensor2.ComputeEigenAnalysis( eigenValues, eigenVectors ); in itkDiffusionTensor3DTest() 240 std::cout << eigenVectors << std::endl; in itkDiffusionTensor3DTest() 276 tensor2.ComputeEigenAnalysis( eigenValues, eigenVectors ); in itkDiffusionTensor3DTest() 282 std::cout << eigenVectors << std::endl; in itkDiffusionTensor3DTest() 316 tensor2.ComputeEigenAnalysis( eigenValues, eigenVectors ); in itkDiffusionTensor3DTest() 322 std::cout << eigenVectors << std::endl; in itkDiffusionTensor3DTest()
|
/dports/science/jmol/jmol-14.32.7/src/org/jmol/quantum/ |
H A D | NMRNoeMatrix.java | 234 double[][] eigenVectors; field in NMRNoeMatrix 395 eigenVectors = new double[nHAtoms][nHAtoms]; in initArrays() 530 sum += eigenVectors[i][k] * eigenVectors[j][k] * tempEVs[k]; in calcNoeMatrix() 544 eigenVectors[i][z] = 0.0; in Diagonalise() 550 eigenVectors[i][i] = 1.0; in Diagonalise() 609 double rkp = c * eigenVectors[k][p] + s * eigenVectors[k][q]; in rotate() 610 double rkq = -s * eigenVectors[k][p] + c * eigenVectors[k][q]; in rotate() 611 eigenVectors[k][p] = rkp; in rotate() 612 eigenVectors[k][q] = rkq; in rotate()
|
/dports/misc/openvdb/openvdb-9.0.0/openvdb/openvdb/math/ |
H A D | Maps.cc | 231 Mat3d eigenVectors; in approxInverse() local 234 diagonalizeSymmetricMatrix(mat3, eigenVectors, eigenValues); in approxInverse() 246 Mat3d pseudoInv = eigenVectors * d * eigenVectors.transpose(); in approxInverse()
|