Elsner L. Perturbation theorems for the joint spectrum of commuting matrices: a conservative approach. Linear algebra and its applications. 1994;208-209:83-95.It is shown that recent perturbation theorems for the joint spectrum of commuting matrices, which have been proved using Clifford-algebra tools, can be obtained and improved by classical means, as used in the case of the standard eigenvalue problem
Perturbation bounds for the relative error in the eigenvalues of diagonalizable and singular matrice...
AbstractA numerical method for solving joint eigenpairs of a family of commuting matrices is present...
AbstractLet A=(A1,…,Am) and B=(B1,…,Bm) be m-tuples commuting n by n self-adjoint matrices. We obtai...
AbstractIt is shown that recent perturbation theorems for the joint spectrum of commuting matrices, ...
AbstractIt is shown that recent perturbation theorems for the joint spectrum of commuting matrices, ...
AbstractUsing the Clifford algebra techniques of Pryde, Bhatia and Bhattacharyya generalized the cla...
A version of Henrici's classical perturbation theorem for eigenvalues of matrices is obtained for jo...
Abstract. This paper continues earlier studies by Bhatia and Li on eigenvalue perturbation theory fo...
Elsner L. Perturbation theorems for the matrix eigenvalue problem. Portugaliae Mathematica. 1986;43(...
Given two m-tuples of commuting spectral operators on a Hilbert space, T D.T1; : : : ; Tm / and S D....
In this paper, strong relative perturbation bounds are developed for a number of linear algebra prob...
In this paper, strong relative perturbation bounds are developed for a number of linear algebra prob...
Contents 1 Introduction 9 1.1 Some existing relative perturbation results . . . . . . . . . . . . ....
Perturbation bounds for the relative error in the eigenvalues of diagonalizable and singular matrice...
Perturbation bounds for the relative error in the eigenvalues of diagonalizable and singular matrice...
Perturbation bounds for the relative error in the eigenvalues of diagonalizable and singular matrice...
AbstractA numerical method for solving joint eigenpairs of a family of commuting matrices is present...
AbstractLet A=(A1,…,Am) and B=(B1,…,Bm) be m-tuples commuting n by n self-adjoint matrices. We obtai...
AbstractIt is shown that recent perturbation theorems for the joint spectrum of commuting matrices, ...
AbstractIt is shown that recent perturbation theorems for the joint spectrum of commuting matrices, ...
AbstractUsing the Clifford algebra techniques of Pryde, Bhatia and Bhattacharyya generalized the cla...
A version of Henrici's classical perturbation theorem for eigenvalues of matrices is obtained for jo...
Abstract. This paper continues earlier studies by Bhatia and Li on eigenvalue perturbation theory fo...
Elsner L. Perturbation theorems for the matrix eigenvalue problem. Portugaliae Mathematica. 1986;43(...
Given two m-tuples of commuting spectral operators on a Hilbert space, T D.T1; : : : ; Tm / and S D....
In this paper, strong relative perturbation bounds are developed for a number of linear algebra prob...
In this paper, strong relative perturbation bounds are developed for a number of linear algebra prob...
Contents 1 Introduction 9 1.1 Some existing relative perturbation results . . . . . . . . . . . . ....
Perturbation bounds for the relative error in the eigenvalues of diagonalizable and singular matrice...
Perturbation bounds for the relative error in the eigenvalues of diagonalizable and singular matrice...
Perturbation bounds for the relative error in the eigenvalues of diagonalizable and singular matrice...
AbstractA numerical method for solving joint eigenpairs of a family of commuting matrices is present...
AbstractLet A=(A1,…,Am) and B=(B1,…,Bm) be m-tuples commuting n by n self-adjoint matrices. We obtai...