AbstractMethods are given for computing the eigenvalues of A+CCT and the stationary values of xTAxxTx subject to the linear constraint CTx=0, where AϵRn×n is a symmetric matrix with known spectral decomposition, CϵRn×r has linearly independent columns, and r⪡n. The methods are stable and require O(n2) flops
Over any field F every square matrix A can be factored into the product of two symmetric matrices as...
Updating the eigensystem of modified symmetric matrices is an important task arising from certain fi...
This report demonstrates parallel versions of the Eispack [Smith 76] functions TRED2 and TQL2 for fi...
AbstractMethods are given for computing the eigenvalues of A+CCT and the stationary values of xTAxxT...
AbstractThe problem is considered how to obtain the eigenvalues and vectors of a matrix A+VVT where ...
This project is concerned with the solution of eigenvalues of symmetric Matrices. The basic conce...
AbstractA numerical algorithm for the inverse eigenvalue problem for symmetric matrices is developed...
The computation of eigenvalues of large-scale matrices arising from finite element discretizations h...
We consider a new method for the computation of the eigensystem of real symmetric matrices. This met...
The computation of eigenvalues of large-scale matrices arising from finite ele-ment discretizations ...
Let A be a symmetric matrix of dimension N. The subject of this paper is a method for numerically ap...
AbstractAn algorithm is given for calculation of eigenvalues and eigenvectors of centrosymmetric and...
This paper concerns quadratic matrix functions of the form L(λ) = Mλ² + Dλ +K where M, D, K are real...
An algorithm is proposed for a relatively fast and highly accurate calculation of several eigenvalue...
This paper concerns quadratic matrix functions of the form L(λ) = Mλ2 +Dλ+K where M, D, K are real a...
Over any field F every square matrix A can be factored into the product of two symmetric matrices as...
Updating the eigensystem of modified symmetric matrices is an important task arising from certain fi...
This report demonstrates parallel versions of the Eispack [Smith 76] functions TRED2 and TQL2 for fi...
AbstractMethods are given for computing the eigenvalues of A+CCT and the stationary values of xTAxxT...
AbstractThe problem is considered how to obtain the eigenvalues and vectors of a matrix A+VVT where ...
This project is concerned with the solution of eigenvalues of symmetric Matrices. The basic conce...
AbstractA numerical algorithm for the inverse eigenvalue problem for symmetric matrices is developed...
The computation of eigenvalues of large-scale matrices arising from finite element discretizations h...
We consider a new method for the computation of the eigensystem of real symmetric matrices. This met...
The computation of eigenvalues of large-scale matrices arising from finite ele-ment discretizations ...
Let A be a symmetric matrix of dimension N. The subject of this paper is a method for numerically ap...
AbstractAn algorithm is given for calculation of eigenvalues and eigenvectors of centrosymmetric and...
This paper concerns quadratic matrix functions of the form L(λ) = Mλ² + Dλ +K where M, D, K are real...
An algorithm is proposed for a relatively fast and highly accurate calculation of several eigenvalue...
This paper concerns quadratic matrix functions of the form L(λ) = Mλ2 +Dλ+K where M, D, K are real a...
Over any field F every square matrix A can be factored into the product of two symmetric matrices as...
Updating the eigensystem of modified symmetric matrices is an important task arising from certain fi...
This report demonstrates parallel versions of the Eispack [Smith 76] functions TRED2 and TQL2 for fi...
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