Add to ORKGFor the solution of the generalized complex non-Hermitian eigenvalue problems $Ax=\lambda Bx$ occurring in the spectral study of linearized resistive magnetohydrodynamics (MHD) a new parallel solver based on the recently developed Jacobi-Davidson~\cite{Sleijpen96a} method has been developed. A brief presentation of the implementation of the solver is given here. The new solver is very well suited for the computation of some selected interior eigenvalues related to the resistive Alfv\'{e}n wave spectrum and is well parallelizable. All features of the spectrum are easily and accurately computed with only a few target shifts
Abstract In this paper, using the collocation method based on Jacobi polynomials, we obtain the appr...
Recent and potential applications of spectral method computation to incompressible, dissipative magn...
Most computational work in Jacobi-Davidson [9], an iterative method for large scale eigenvalue probl...
For the solution of the generalized complex non-Hermitian eigenvalue problems $Ax=\lambda Bx$ occurr...
For the solution of the generalized complex non-Hermitian eigenvalue problems Ax = lambda Bx occurri...
We study the solution of generalized eigenproblems generated by a model which is used for stability ...
A Jacobi-Davidson algorithm for computing selected eigenvalues and associated eigenvectors of the ge...
A Jacobi-Davidson algorithm for computing selected eigenvalues and associated eigenvectors of the ge...
this paper the emphasis is put on the case where one of the matrices, say the B-matrix, is Hermitian...
We study the Jacobi-Davidson method for the solution of large generalized eigenproblems as they aris...
In this paper we apply the recently proposed Jacobi-Davidson method for calculating extreme eigenval...
The implicitly updated Arnoldi method introduced by Sorensen with an internal QR-iteration is a very...
The implicitly updated Arnoldi method introduced by Sorensen with an internal QR-iteration is a very...
AbstractThe Jacobi–Davidson (JD) algorithm is very well suited for the computation of a few eigen-pa...
The equations of ideal magnetohydrodynamics (MHD) with an external gravitational potential—a ‘‘magne...
Abstract In this paper, using the collocation method based on Jacobi polynomials, we obtain the appr...
Recent and potential applications of spectral method computation to incompressible, dissipative magn...
Most computational work in Jacobi-Davidson [9], an iterative method for large scale eigenvalue probl...
For the solution of the generalized complex non-Hermitian eigenvalue problems $Ax=\lambda Bx$ occurr...
For the solution of the generalized complex non-Hermitian eigenvalue problems Ax = lambda Bx occurri...
We study the solution of generalized eigenproblems generated by a model which is used for stability ...
A Jacobi-Davidson algorithm for computing selected eigenvalues and associated eigenvectors of the ge...
A Jacobi-Davidson algorithm for computing selected eigenvalues and associated eigenvectors of the ge...
this paper the emphasis is put on the case where one of the matrices, say the B-matrix, is Hermitian...
We study the Jacobi-Davidson method for the solution of large generalized eigenproblems as they aris...
In this paper we apply the recently proposed Jacobi-Davidson method for calculating extreme eigenval...
The implicitly updated Arnoldi method introduced by Sorensen with an internal QR-iteration is a very...
The implicitly updated Arnoldi method introduced by Sorensen with an internal QR-iteration is a very...
AbstractThe Jacobi–Davidson (JD) algorithm is very well suited for the computation of a few eigen-pa...
The equations of ideal magnetohydrodynamics (MHD) with an external gravitational potential—a ‘‘magne...
Abstract In this paper, using the collocation method based on Jacobi polynomials, we obtain the appr...
Recent and potential applications of spectral method computation to incompressible, dissipative magn...
Most computational work in Jacobi-Davidson [9], an iterative method for large scale eigenvalue probl...