AbstractWe give a minimal list of inequalities characterizing the possible eigenvalues of a set of Hermitian matrices with positive semidefinite sum of bounded rank. This answers a question of Barvinok
Let Aand Bbe $n \times n$ positive semidefinite Hermitian matrices, let $\alpha $ and $\beta $ be re...
Let Aand Bbe $n \times n$ positive semidefinite Hermitian matrices, let $\alpha $ and $\beta $ be re...
AbstractInequalities involving the eigenvalues of conjunctive Hermitian matrices are established, an...
AbstractWe give a minimal list of inequalities characterizing the possible eigenvalues of a set of H...
Let A and B be n x n complex Hermitian (or real symmetric) matrices with eigenvalues a(1) \u3e= ... ...
Let A and B be n x n complex Hermitian (or real symmetric) matrices with eigenvalues a(1) \u3e= ... ...
In this thesis we explore how the eigenvalues of nxn Hermitian matrices A,B relate to the eigenvalue...
AbstractAnswering a question raised by S. Friedland, we show that the possible eigenvalues of Hermit...
Let λ1(A)⩾⋯⩾λn(A) denote the eigenvalues of a Hermitian n by n matrix A, and let 1⩽i1\u3c ⋯ \u3cik⩽n...
Let λ1(A)⩾⋯⩾λn(A) denote the eigenvalues of a Hermitian n by n matrix A, and let 1⩽i1\u3c ⋯ \u3cik⩽n...
AbstractLet λ1(A)⩾⋯⩾λn(A) denote the eigenvalues of a Hermitian n by n matrix A, and let 1⩽i1< ⋯ <ik...
In this thesis we explore how the eigenvalues of nxn Hermitian matrices A,B relate to the eigenvalue...
AbstractThe purpose of this paper is to present some inequalities on majorization, unitarily invaria...
AbstractWe establish a minimax characterization for extreme real eigenvalues of a general hermitian ...
AbstractLet A = (aij) be a positive semidefinite matrix with a11 = a22⋯ =ann = 1, and let B = (|aij|...
Let Aand Bbe $n \times n$ positive semidefinite Hermitian matrices, let $\alpha $ and $\beta $ be re...
Let Aand Bbe $n \times n$ positive semidefinite Hermitian matrices, let $\alpha $ and $\beta $ be re...
AbstractInequalities involving the eigenvalues of conjunctive Hermitian matrices are established, an...
AbstractWe give a minimal list of inequalities characterizing the possible eigenvalues of a set of H...
Let A and B be n x n complex Hermitian (or real symmetric) matrices with eigenvalues a(1) \u3e= ... ...
Let A and B be n x n complex Hermitian (or real symmetric) matrices with eigenvalues a(1) \u3e= ... ...
In this thesis we explore how the eigenvalues of nxn Hermitian matrices A,B relate to the eigenvalue...
AbstractAnswering a question raised by S. Friedland, we show that the possible eigenvalues of Hermit...
Let λ1(A)⩾⋯⩾λn(A) denote the eigenvalues of a Hermitian n by n matrix A, and let 1⩽i1\u3c ⋯ \u3cik⩽n...
Let λ1(A)⩾⋯⩾λn(A) denote the eigenvalues of a Hermitian n by n matrix A, and let 1⩽i1\u3c ⋯ \u3cik⩽n...
AbstractLet λ1(A)⩾⋯⩾λn(A) denote the eigenvalues of a Hermitian n by n matrix A, and let 1⩽i1< ⋯ <ik...
In this thesis we explore how the eigenvalues of nxn Hermitian matrices A,B relate to the eigenvalue...
AbstractThe purpose of this paper is to present some inequalities on majorization, unitarily invaria...
AbstractWe establish a minimax characterization for extreme real eigenvalues of a general hermitian ...
AbstractLet A = (aij) be a positive semidefinite matrix with a11 = a22⋯ =ann = 1, and let B = (|aij|...
Let Aand Bbe $n \times n$ positive semidefinite Hermitian matrices, let $\alpha $ and $\beta $ be re...
Let Aand Bbe $n \times n$ positive semidefinite Hermitian matrices, let $\alpha $ and $\beta $ be re...
AbstractInequalities involving the eigenvalues of conjunctive Hermitian matrices are established, an...
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