Class template Dune::XT::LA::EigenSolver¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
class Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>¶ Computes eigenvalues and eigenvectors of a matrix; specialized for each supported MatrixType.
Method Dune::XT::LA::EigenSolver::options¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const Common::Configuration &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::options() const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::matrix¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const MatrixType &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::matrix() const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::eigenvalues¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const int &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::eigenvalues() const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::real_eigenvalues¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const int &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::real_eigenvalues() const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::min_eigenvalues¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const int &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::min_eigenvalues(const int) const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::max_eigenvalues¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const int &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::max_eigenvalues(const int) const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::eigenvectors¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const ComplexMatrixType &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::eigenvectors() const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::eigenvectors_inverse¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const ComplexMatrixType &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::eigenvectors_inverse() const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::real_eigenvectors¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const RealMatrixType &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::real_eigenvectors() const¶ No documentation provided.
Method Dune::XT::LA::EigenSolver::real_eigenvectors_inverse¶
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template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
const RealMatrixType &Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::real_eigenvectors_inverse() const¶ No documentation provided.
Constructor Dune::XT::LA::EigenSolver::EigenSolver<MatrixImp, is_matrix>¶
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template<>
template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
explicit Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::EigenSolver<MatrixImp, is_matrix>(const MatrixType&, const std::string&)¶ No documentation provided.
Constructor Dune::XT::LA::EigenSolver::EigenSolver<MatrixImp, is_matrix>¶
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template<>
template<class MatrixImp, bool is_matrix = XT::Common::is_matrix<MatrixImp>::value || (XT::Common::is_vector<MatrixImp>::value && XT::Common::VectorAbstraction<MatrixImp>::has_static_size && XT::Common::VectorAbstraction<MatrixImp>::static_size == 1)>
Dune::XT::LA::EigenSolver<MatrixImp, is_matrix>::EigenSolver<MatrixImp, is_matrix>(const MatrixType&, const Common::Configuration&)¶ No documentation provided.
Type alias Dune::XT::LA::EigenSolver::MatrixType¶
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type Dune::XT::LA::EigenSolver::MatrixType¶
No documentation provided.
Type alias Dune::XT::LA::EigenSolver::FieldType¶
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type Dune::XT::LA::EigenSolver::FieldType¶
No documentation provided.
Type alias Dune::XT::LA::EigenSolver::RealMatrixType¶
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type Dune::XT::LA::EigenSolver::RealMatrixType¶
No documentation provided.
Type alias Dune::XT::LA::EigenSolver::ComplexMatrixType¶
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type Dune::XT::LA::EigenSolver::ComplexMatrixType¶
No documentation provided.