Elsner L. A note on the Hoffman-Wielandt theorem. Linear algebra and its applications. 1993;182:235-237.An elementary proof of a recent generalization of the Hoffman-Wielandt theorem to commuting m-tuples of normal matrices by Bhatia and Bhattacharyya is given. In the case m = 1 this provides a derivation, which, though using the same tools, avoids some unnecessary calculations and is thus shorter than the original one and that to be found in the standard literature
AbstractThe problem of approximating m-tuples of commuting n×n complex matrices by commuting m-tuple...
AbstractSuppose that A is an n×n positive definite Hermitian matrix. Let X and Y be n×p and n×q matr...
A technique is proposed to transform a nonsymmetric Quadratic Assignment Problem (QAP) into an equiv...
AbstractAn elementary proof of a recent generalization of the Hoffman-Wielandt theorem to commuting ...
The well-known inequality of A. J. Hoffman and H. W. Wielandt is extended from single normal operato...
AbstractThe well-known inequality of A.J. Hoffman and H.W. Wielandt is extended from single normal o...
AbstractThe well-known inequality of A.J. Hoffman and H.W. Wielandt is extended from single normal o...
Bhatia R, Elsner L. The Hoffman-Wielandt inequality in infinite dimensions. Proceedings of the India...
The Hoffman-Wielandt inequality for the distance between the eigen values of two normal matrices is ...
The Hoffman-Wielandt inequality for the distance between the eigen values of two normal matrices is ...
Elsner L, Friedland S. Variation of the discrete eigenvalues of normal operators. Proceedings of the...
AbstractLet A and B be normal endomorphisms with prescribed eigenvalues defined on a finite dimensio...
Ikramov KD, Elsner L. On normal matrices with normal principal submatrices. Journal of Mathematical ...
AbstractThe Wielandt's inequality for a positive definite matrix is modified to apply to all pairs o...
When the well-known German mathematician Helmut Wielandt passed away in 2001, his family donated his...
AbstractThe problem of approximating m-tuples of commuting n×n complex matrices by commuting m-tuple...
AbstractSuppose that A is an n×n positive definite Hermitian matrix. Let X and Y be n×p and n×q matr...
A technique is proposed to transform a nonsymmetric Quadratic Assignment Problem (QAP) into an equiv...
AbstractAn elementary proof of a recent generalization of the Hoffman-Wielandt theorem to commuting ...
The well-known inequality of A. J. Hoffman and H. W. Wielandt is extended from single normal operato...
AbstractThe well-known inequality of A.J. Hoffman and H.W. Wielandt is extended from single normal o...
AbstractThe well-known inequality of A.J. Hoffman and H.W. Wielandt is extended from single normal o...
Bhatia R, Elsner L. The Hoffman-Wielandt inequality in infinite dimensions. Proceedings of the India...
The Hoffman-Wielandt inequality for the distance between the eigen values of two normal matrices is ...
The Hoffman-Wielandt inequality for the distance between the eigen values of two normal matrices is ...
Elsner L, Friedland S. Variation of the discrete eigenvalues of normal operators. Proceedings of the...
AbstractLet A and B be normal endomorphisms with prescribed eigenvalues defined on a finite dimensio...
Ikramov KD, Elsner L. On normal matrices with normal principal submatrices. Journal of Mathematical ...
AbstractThe Wielandt's inequality for a positive definite matrix is modified to apply to all pairs o...
When the well-known German mathematician Helmut Wielandt passed away in 2001, his family donated his...
AbstractThe problem of approximating m-tuples of commuting n×n complex matrices by commuting m-tuple...
AbstractSuppose that A is an n×n positive definite Hermitian matrix. Let X and Y be n×p and n×q matr...
A technique is proposed to transform a nonsymmetric Quadratic Assignment Problem (QAP) into an equiv...