DOIAbstract
AbstractNecessary and sufficient conditions are given for the existence of a complex symmetric matrix with prescribed diagonal elements and singular values
AbstractNecessary and sufficient conditions are given for the existence of a complex symmetric matrix with prescribed diagonal elements and singular values
AbstractThomspon and Sing's result on the singular values and the diagonal elements of a complex n ×...
AbstractMirsky proved that, for the existence of a complex matrix with given eigenvalues and diagona...
A real or a complex symmetric matrix is defined here as an equivalent symmetric matrix for a real no...
AbstractNecessary and sufficient conditions are given for the existence of a complex symmetric matri...
AbstractA simple and constructive proof is given for the existence of a real symmetric matrix with p...
AbstractFor complex matrices A and B there are inequalities related to the diagonal elements of AB a...
In this paper we obtain necessary and sufficient conditions for a linear bounded operator in a Hilbe...
AbstractGiven a nonnegative diagonal matrix D, how do we find a column y such that the augmented mat...
AbstractWe optimize the form RextTx to obtain the singular values of a complex symmetric matrix T. W...
AbstractIf B is a singular complex matrix, there is a singular C whose entries are the same magnitud...
A complex symmetric matrix A can always be factored as A = UΣU T , in which U is complex unitary and...
A complex symmetric matrix A can always be factored as A = UΣU T , in which U is complex unitary and...
This paper is based on the article Symmetric Matrices with Prescribed Eigenvalues and Eigenvectors b...
Complex orthogonal matrices are orthogonal matrices with complex elements. Because the characterisat...
AbstractWe study complex-valued symmetric matrices. A simple expression for the spectral norm of suc...
AbstractThomspon and Sing's result on the singular values and the diagonal elements of a complex n ×...
AbstractMirsky proved that, for the existence of a complex matrix with given eigenvalues and diagona...
A real or a complex symmetric matrix is defined here as an equivalent symmetric matrix for a real no...
AbstractNecessary and sufficient conditions are given for the existence of a complex symmetric matri...
AbstractA simple and constructive proof is given for the existence of a real symmetric matrix with p...
AbstractFor complex matrices A and B there are inequalities related to the diagonal elements of AB a...
In this paper we obtain necessary and sufficient conditions for a linear bounded operator in a Hilbe...
AbstractGiven a nonnegative diagonal matrix D, how do we find a column y such that the augmented mat...
AbstractWe optimize the form RextTx to obtain the singular values of a complex symmetric matrix T. W...
AbstractIf B is a singular complex matrix, there is a singular C whose entries are the same magnitud...
A complex symmetric matrix A can always be factored as A = UΣU T , in which U is complex unitary and...
A complex symmetric matrix A can always be factored as A = UΣU T , in which U is complex unitary and...
This paper is based on the article Symmetric Matrices with Prescribed Eigenvalues and Eigenvectors b...
Complex orthogonal matrices are orthogonal matrices with complex elements. Because the characterisat...
AbstractWe study complex-valued symmetric matrices. A simple expression for the spectral norm of suc...
AbstractThomspon and Sing's result on the singular values and the diagonal elements of a complex n ×...
AbstractMirsky proved that, for the existence of a complex matrix with given eigenvalues and diagona...
A real or a complex symmetric matrix is defined here as an equivalent symmetric matrix for a real no...
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