AbstractAn algorithm for the reconstruction of a symmetric matrix from the spectral data is given. All cases in which the number of solutions is finite are determined. These results are applied to a certain inverse eigenvalue problem which arises in molecular spectroscopy
AbstractIf we normalize a symmetric n × n matrix with nonnegative entriesso that its largest entry i...
Computer methods for calculating eigenvalue and eigenvectors of real symmetric matrices arising in p...
The spectra of signed matrices have played a fundamental role in social sciences, graph theory, and ...
AbstractWe investigate certain inverse problems involving symmetric matrices. In particular, given a...
AbstractThe paper ios concerned with the problem of finding a real, diagonal matrix M such that A + ...
AbstractThe inverse eigenvalue problem of a real symmetric matrix, dependent on several parameters, ...
AbstractThe classical inverse additive and multiplicative inverse eigenvalue problems for matrices a...
AbstractA simple and constructive proof is given for the existence of a real symmetric matrix with p...
AbstractIn this paper, a real symmetric and per-antisymmetric matrix is constructed with prescribed ...
AbstractThe problem is considered how to obtain the eigenvalues and vectors of a matrix A+VVT where ...
AbstractAn effective method for computing eigenvalues and eigenvectors of complex symmetric matrices...
The spectral properties of nonnegative matrices have intrigued pure and applied mathematicians alike...
Let A be a symmetric matrix of dimension N. The subject of this paper is a method for numerically ap...
AbstractFor a positive integer n and for a real number s, let Γns denote the set of all n×n real mat...
AbstractThe symmetric nonnegative inverse eigenvalue problem (SNIEP) asks when a list σ=(λ1,λ2,…,λn)...
AbstractIf we normalize a symmetric n × n matrix with nonnegative entriesso that its largest entry i...
Computer methods for calculating eigenvalue and eigenvectors of real symmetric matrices arising in p...
The spectra of signed matrices have played a fundamental role in social sciences, graph theory, and ...
AbstractWe investigate certain inverse problems involving symmetric matrices. In particular, given a...
AbstractThe paper ios concerned with the problem of finding a real, diagonal matrix M such that A + ...
AbstractThe inverse eigenvalue problem of a real symmetric matrix, dependent on several parameters, ...
AbstractThe classical inverse additive and multiplicative inverse eigenvalue problems for matrices a...
AbstractA simple and constructive proof is given for the existence of a real symmetric matrix with p...
AbstractIn this paper, a real symmetric and per-antisymmetric matrix is constructed with prescribed ...
AbstractThe problem is considered how to obtain the eigenvalues and vectors of a matrix A+VVT where ...
AbstractAn effective method for computing eigenvalues and eigenvectors of complex symmetric matrices...
The spectral properties of nonnegative matrices have intrigued pure and applied mathematicians alike...
Let A be a symmetric matrix of dimension N. The subject of this paper is a method for numerically ap...
AbstractFor a positive integer n and for a real number s, let Γns denote the set of all n×n real mat...
AbstractThe symmetric nonnegative inverse eigenvalue problem (SNIEP) asks when a list σ=(λ1,λ2,…,λn)...
AbstractIf we normalize a symmetric n × n matrix with nonnegative entriesso that its largest entry i...
Computer methods for calculating eigenvalue and eigenvectors of real symmetric matrices arising in p...
The spectra of signed matrices have played a fundamental role in social sciences, graph theory, and ...
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