Solvers_8hpp_source.html

#pragma once

#include "Matrix.hpp"

#include "Vector.hpp"


namespace LinAlg {


template <typename T>

Vector<T> solve_Axeqb(Matrix<T> Am, const Vector<T> &b);


template <typename T>

std::pair<Vector<double>, Matrix<T>> symmhEigensystem(Matrix<T> A);


template <typename T>

std::pair<Vector<double>, Matrix<T>> symmhEigensystem(Matrix<T> A, int number);


template <typename T>

std::pair<Vector<double>, Matrix<T>> symmhEigensystem(Matrix<T> A, Matrix<T> B);


template <typename T>

std::pair<Vector<std::complex<double>>, Matrix<std::complex<double>>>

genEigensystem(Matrix<T> A, bool sort);


//==============================================================================

//==============================================================================

} // namespace LinAlg


#include "Solvers.ipp"

LinAlg
Defines Matrix, Vector classes, and linear some algebra functions.
Definition Matrix.hpp:26

LinAlg::genEigensystem
std::pair< Vector< std::complex< double > >, Matrix< std::complex< double > > > genEigensystem(Matrix< T > A, bool sort)
Solves Av = ev for eigenvalues e and eigenvectors v of non-symmetric real matrix A....
Definition Solvers.ipp:228

LinAlg::solve_Axeqb
Vector< T > solve_Axeqb(Matrix< T > Am, const Vector< T > &b)
Solves matrix equation Ax=b for x, for known square matrix A and vector b.
Definition Solvers.ipp:31

LinAlg::symmhEigensystem
std::pair< Vector< double >, Matrix< T > > symmhEigensystem(Matrix< T > A)
Solves Av = ev for eigenvalues e and eigenvectors v of symmetric/Hermetian matrix A....
Definition Solvers.ipp:65