AbstractAn implicit version of the shifted QR eigenvalue algorithm given in Bini et al. [D.A. Bini, Y. Eidelman, I. Gohberg, L. Gemignani, SIAM J. Matrix Anal. Appl. 29(2) (2007) 566–585] is presented for computing the eigenvalues of an n×n companion matrix using O(n2) flops and O(n) memory storage. Numerical experiments and comparisons confirm the effectiveness and the stability of the proposed method
The QR-algorithm is a popular numerical method for the computation of eigenvalues of matrices. All e...
In this paper we present a novel matrix method for polynomial rootfinding. By exploiting the propert...
We design a fast implicit real QZ algorithm for eigenvalue computation of structured companion penci...
An implicit version of the shifted QR eigenvalue algorithm given in [D. A. Bini, Y. Eidelman, I. Goh...
An implicit version of the QR eigenvalue algorithm given in [D. A. Bini, Y. Eidelman
AbstractAn implicit version of the shifted QR eigenvalue algorithm given in Bini et al. [D.A. Bini, ...
In this paper an implicit (double) shifted QR-method for computing the eigenvalues of companion and ...
The class of eigenvalue problems for upper Hessenberg matrices of banded-plus-spike form includes co...
International audienceA fast implicit QR algorithm for eigenvalue computation of low rank correction...
AbstractIn this paper, we elaborate on the implicit shifted QR eigenvalue algorithm given in [D.A. B...
Eigenvalue computations are ubiquitous in science and engineering. John Francis's implicitly shifted...
International audienceA fast implicit QR algorithm for eigenvalue computation of low rank correction...
International audienceWe design a fast implicit real QZ algorithm for eigenvalue computation of stru...
AbstractThe QR-algorithm is a popular numerical method for the computation of eigenvalues of matrice...
AbstractIn the year 2000 the dominant method for solving matrix eigenvalue problems is still the QR ...
The QR-algorithm is a popular numerical method for the computation of eigenvalues of matrices. All e...
In this paper we present a novel matrix method for polynomial rootfinding. By exploiting the propert...
We design a fast implicit real QZ algorithm for eigenvalue computation of structured companion penci...
An implicit version of the shifted QR eigenvalue algorithm given in [D. A. Bini, Y. Eidelman, I. Goh...
An implicit version of the QR eigenvalue algorithm given in [D. A. Bini, Y. Eidelman
AbstractAn implicit version of the shifted QR eigenvalue algorithm given in Bini et al. [D.A. Bini, ...
In this paper an implicit (double) shifted QR-method for computing the eigenvalues of companion and ...
The class of eigenvalue problems for upper Hessenberg matrices of banded-plus-spike form includes co...
International audienceA fast implicit QR algorithm for eigenvalue computation of low rank correction...
AbstractIn this paper, we elaborate on the implicit shifted QR eigenvalue algorithm given in [D.A. B...
Eigenvalue computations are ubiquitous in science and engineering. John Francis's implicitly shifted...
International audienceA fast implicit QR algorithm for eigenvalue computation of low rank correction...
International audienceWe design a fast implicit real QZ algorithm for eigenvalue computation of stru...
AbstractThe QR-algorithm is a popular numerical method for the computation of eigenvalues of matrice...
AbstractIn the year 2000 the dominant method for solving matrix eigenvalue problems is still the QR ...
The QR-algorithm is a popular numerical method for the computation of eigenvalues of matrices. All e...
In this paper we present a novel matrix method for polynomial rootfinding. By exploiting the propert...
We design a fast implicit real QZ algorithm for eigenvalue computation of structured companion penci...