AbstractA numerical method for solving joint eigenpairs of a family of commuting matrices is presented. The stability of algorithm and perturbation bounds of the problems are discussed
AbstractIn this paper we give two generalizations of the well-known power method for computing the d...
Given a real parameter-dependent matrix, we obtain an algorithm for computing the value of the param...
AbstractThe main purpose of this paper is to find the eigenvalue spectrum of matrices appearing when...
AbstractA numerical method for solving joint eigenpairs of a family of commuting matrices is present...
AbstractIt is shown that recent perturbation theorems for the joint spectrum of commuting matrices, ...
AbstractLet B be a given positive definite Hermitian matrix, and assume the matrix P satisfies the “...
Dieser Beitrag ist mit Zustimmung des Rechteinhabers aufgrund einer (DFG geförderten) Allianz- bzw. ...
Elsner L. Perturbation theorems for the joint spectrum of commuting matrices: a conservative approac...
AbstractA numerical algorithm for the calculation of a basis for the root subspace at a nonderogator...
AbstractAn iterative procedure is proposed for computing the eigenvalues and eigenvectors of a class...
AbstractUsing the Clifford algebra techniques of Pryde, Bhatia and Bhattacharyya generalized the cla...
AbstractFor estimating error bound of computed eigenvalues of a matrix, we need more practical pertu...
AbstractWe study the stability of (joint) invariant subspaces of a finite set of commuting matrices....
AbstractA recursive algorithm for the implicit derivation of the determinant of a symmetric quindiag...
AbstractThis article presents a new Jacobi-like eigenvalue algorithm for non-Hermitian almost diagon...
AbstractIn this paper we give two generalizations of the well-known power method for computing the d...
Given a real parameter-dependent matrix, we obtain an algorithm for computing the value of the param...
AbstractThe main purpose of this paper is to find the eigenvalue spectrum of matrices appearing when...
AbstractA numerical method for solving joint eigenpairs of a family of commuting matrices is present...
AbstractIt is shown that recent perturbation theorems for the joint spectrum of commuting matrices, ...
AbstractLet B be a given positive definite Hermitian matrix, and assume the matrix P satisfies the “...
Dieser Beitrag ist mit Zustimmung des Rechteinhabers aufgrund einer (DFG geförderten) Allianz- bzw. ...
Elsner L. Perturbation theorems for the joint spectrum of commuting matrices: a conservative approac...
AbstractA numerical algorithm for the calculation of a basis for the root subspace at a nonderogator...
AbstractAn iterative procedure is proposed for computing the eigenvalues and eigenvectors of a class...
AbstractUsing the Clifford algebra techniques of Pryde, Bhatia and Bhattacharyya generalized the cla...
AbstractFor estimating error bound of computed eigenvalues of a matrix, we need more practical pertu...
AbstractWe study the stability of (joint) invariant subspaces of a finite set of commuting matrices....
AbstractA recursive algorithm for the implicit derivation of the determinant of a symmetric quindiag...
AbstractThis article presents a new Jacobi-like eigenvalue algorithm for non-Hermitian almost diagon...
AbstractIn this paper we give two generalizations of the well-known power method for computing the d...
Given a real parameter-dependent matrix, we obtain an algorithm for computing the value of the param...
AbstractThe main purpose of this paper is to find the eigenvalue spectrum of matrices appearing when...
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