uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar > Struct Template Reference

Expert real general-tridiagonal linear solve result. More...

#include <dense_subspace_unused.hpp>

Collaboration diagram for uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >:

Public Attributes
std::vector< Scalar >	backward_error_bounds
RealGeneralTridiagonalFactorization< Scalar >	factorization
std::vector< Scalar >	forward_error_bounds
Scalar	reciprocal_condition = Scalar{}
bool	reciprocal_condition_below_machine_precision = false
detail::ColumnMajorLapackMatrix< Scalar >	solution

Detailed Description

template<uni20::LapackReal Scalar>
struct uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >

Expert real general-tridiagonal linear solve result.

Template Parameters

Scalar

Real scalar type.

Member Data Documentation

backward_error_bounds

template<uni20::LapackReal Scalar>

std::vector<Scalar> uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >::backward_error_bounds

factorization

template<uni20::LapackReal Scalar>

RealGeneralTridiagonalFactorization<Scalar> uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >::factorization

forward_error_bounds

template<uni20::LapackReal Scalar>

std::vector<Scalar> uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >::forward_error_bounds

reciprocal_condition

template<uni20::LapackReal Scalar>

Scalar uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >::reciprocal_condition = Scalar{}

reciprocal_condition_below_machine_precision

template<uni20::LapackReal Scalar>

bool uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >::reciprocal_condition_below_machine_precision = false

solution

template<uni20::LapackReal Scalar>

detail::ColumnMajorLapackMatrix<Scalar> uni20::krylov::RealGeneralTridiagonalExpertLinearSolve< Scalar >::solution

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

• dense_subspace_unused.hpp