We study spectral properties of irreducible tridiagonal k−Toeplitz matrices and certain matrices which arise as perturbations of them.Dirección General de Enseñanza SuperiorJunta de Andalucí
Which assignments from 2n-1 arbitrary, distinct real numbers as eigenvalues of designated leading pr...
AbstractLower bounds for the number of different real eigenvalues as well as for the number of real ...
AbstractWe study the eigenvalue perturbations of an n×n real unreduced symmetric tridiagonal matrix ...
We study spectral properties of irreducible tridiagonal k−Toeplitz ma-trices and certain matrices wh...
AbstractWe study spectral properties of irreducible tridiagonal k-Toeplitz matrices and certain matr...
In this paper we use the analytic theory for 2 and 3-Toeplitz matrices to obtain the explicit expres...
Using orthogonal polynomials, we give a different approach to some recent results on tridiagonal mat...
AbstractIn this paper, we use the analytic theory for 2 and 3-Toeplitz matrices to obtain the explic...
We characterize the eigenvalues and eigenvectors of a class of complex valued tridiagonal n by n mat...
AbstractThis paper deals with the spectra of matrices similar to infinite tridiagonal Toeplitz matri...
AbstractWe study the dependence of the eigenvalues of a tridiagonal matrix upon off-diagonal entries...
AbstractIn this article we determine the eigenvalues of sequences of tridiagonal matrices that conta...
AbstractLet LDLt be the triangular factorization of an unreduced symmetric tridiagonal matrix T−τI. ...
We derive new perturbation bounds for eigenvalues of Hermitian matrices with block tridiagonal struc...
We first show the existence and nature of convergence to a limiting set of roots for polynomials in ...
Which assignments from 2n-1 arbitrary, distinct real numbers as eigenvalues of designated leading pr...
AbstractLower bounds for the number of different real eigenvalues as well as for the number of real ...
AbstractWe study the eigenvalue perturbations of an n×n real unreduced symmetric tridiagonal matrix ...
We study spectral properties of irreducible tridiagonal k−Toeplitz ma-trices and certain matrices wh...
AbstractWe study spectral properties of irreducible tridiagonal k-Toeplitz matrices and certain matr...
In this paper we use the analytic theory for 2 and 3-Toeplitz matrices to obtain the explicit expres...
Using orthogonal polynomials, we give a different approach to some recent results on tridiagonal mat...
AbstractIn this paper, we use the analytic theory for 2 and 3-Toeplitz matrices to obtain the explic...
We characterize the eigenvalues and eigenvectors of a class of complex valued tridiagonal n by n mat...
AbstractThis paper deals with the spectra of matrices similar to infinite tridiagonal Toeplitz matri...
AbstractWe study the dependence of the eigenvalues of a tridiagonal matrix upon off-diagonal entries...
AbstractIn this article we determine the eigenvalues of sequences of tridiagonal matrices that conta...
AbstractLet LDLt be the triangular factorization of an unreduced symmetric tridiagonal matrix T−τI. ...
We derive new perturbation bounds for eigenvalues of Hermitian matrices with block tridiagonal struc...
We first show the existence and nature of convergence to a limiting set of roots for polynomials in ...
Which assignments from 2n-1 arbitrary, distinct real numbers as eigenvalues of designated leading pr...
AbstractLower bounds for the number of different real eigenvalues as well as for the number of real ...
AbstractWe study the eigenvalue perturbations of an n×n real unreduced symmetric tridiagonal matrix ...
DOI
Add to ORKG