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Uni20
Asynchronous tensor and runtime library.
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Eigenvalues and optional right eigenvectors of a real nonsymmetric matrix. More...
#include <dense_subspace_unused.hpp>
Public Attributes | |
| std::vector< Real > | balance_scale |
| std::size_t | balanced_first = 0 |
| std::size_t | balanced_last_exclusive = 0 |
| Real | balanced_matrix_norm = Real{} |
| std::vector< uni20::complex< Real > > | eigenvalues |
| std::vector< Real > | reciprocal_eigenvalue_condition_numbers |
| std::vector< Real > | reciprocal_eigenvector_condition_numbers |
| detail::ColumnMajorLapackMatrix< uni20::complex< Real > > | right_eigenvectors |
Eigenvalues and optional right eigenvectors of a real nonsymmetric matrix.
| Real | Underlying real precision. |
| std::vector<Real> uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::balance_scale |
| std::size_t uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::balanced_first = 0 |
| std::size_t uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::balanced_last_exclusive = 0 |
| Real uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::balanced_matrix_norm = Real{} |
| std::vector<uni20::complex<Real> > uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::eigenvalues |
| std::vector<Real> uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::reciprocal_eigenvalue_condition_numbers |
| std::vector<Real> uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::reciprocal_eigenvector_condition_numbers |
| detail::ColumnMajorLapackMatrix<uni20::complex<Real> > uni20::krylov::RealNonsymmetricExpertEigensystem< Real >::right_eigenvectors |