Uni20
Asynchronous tensor and runtime library.
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Public Attributes | List of all members
uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real > Struct Template Reference

Expert eigensystem diagnostics for a dense real nonsymmetric matrix pencil. More...

#include <dense_subspace_unused.hpp>

Collaboration diagram for uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >:
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Public Attributes

std::vector< uni20::complex< Real > > alpha
 
std::size_t balanced_first = 0
 
std::size_t balanced_last_exclusive = 0
 
Real balanced_matrix_norm = Real{}
 
Real balanced_metric_norm = Real{}
 
std::vector< Real > beta
 
std::vector< uni20::complex< Real > > eigenvalues
 
std::vector< Real > left_balance_scale
 
std::vector< Real > reciprocal_eigenvalue_condition_numbers
 
std::vector< Real > reciprocal_eigenvector_condition_numbers
 
std::vector< Real > right_balance_scale
 
detail::ColumnMajorLapackMatrix< uni20::complex< Real > > right_eigenvectors
 

Detailed Description

template<uni20::LapackReal Real>
struct uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >

Expert eigensystem diagnostics for a dense real nonsymmetric matrix pencil.

Template Parameters
RealUnderlying real precision.

Member Data Documentation

◆ alpha

◆ balanced_first

template<uni20::LapackReal Real>
std::size_t uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >::balanced_first = 0

◆ balanced_last_exclusive

template<uni20::LapackReal Real>
std::size_t uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >::balanced_last_exclusive = 0

◆ balanced_matrix_norm

◆ balanced_metric_norm

◆ beta

◆ eigenvalues

◆ left_balance_scale

template<uni20::LapackReal Real>
std::vector<Real> uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >::left_balance_scale

◆ reciprocal_eigenvalue_condition_numbers

template<uni20::LapackReal Real>
std::vector<Real> uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >::reciprocal_eigenvalue_condition_numbers

◆ reciprocal_eigenvector_condition_numbers

template<uni20::LapackReal Real>
std::vector<Real> uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >::reciprocal_eigenvector_condition_numbers

◆ right_balance_scale

template<uni20::LapackReal Real>
std::vector<Real> uni20::krylov::RealGeneralizedNonsymmetricExpertEigensystem< Real >::right_balance_scale

◆ right_eigenvectors


The documentation for this struct was generated from the following file: