vol16_pp300-314. 169KB Jun 04 2011 12:05:57 AM
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Families of unicyclic graphs with property (SR) having each of these specific structures are provided..
The first group is about spectral properties of a matrix under such perturbations; the second is about almost-near relations with respect to the rank distance..
In this paper, left derivations and Jordan left derivations in full and upper triangular matrix rings over unital associative rings are characterized..
Laplacian matrix, Laplacian eigenvalues, Merris index, Merris graph, Independence number.. AMS
In this section, we present reducibility conditions for two matrices based on a relationship between Grassmann representatives of reduc- ing subspaces and eigenvectors of
Results analogous to Theorem 4.4, with essentially the same proofs (using canon- ical forms of symmetric-skewsymmetric complex matrix pencils given in Proposition 4.7 below), hold
In this paper, the problem of constructing a real symmetric doubly arrow matrix A from two special kinds of spectral information is considered.. The first kind is the minimal
of matrix valued functions is very rich but mainly, perturbations of matrix functions of a complex argument and matrix functions of Hermitian matrices were considered, cf.
