AbstractIn this work, we find a necessary and sufficient condition for the normality of an h-hypertournament matrix. Moreover, we give a sufficient condition for (n − 1)2 to be the spectral radius of a normal h-hypertournament matrix of order n. Also, we answer an open question suggested by Kirkland
In this paper, we present some new upper bounds for the spectral radius of iterative matrices based ...
We consider the joint spectral radius of sets of matrices for discrete or continuous positive linear...
Abstract: Let B2m denote the Brualdi-Li matrix,and let ρ(B2m) denote the spectral radius of Brualdi-...
AbstractIn this work, we find a necessary and sufficient condition for the normality of an h-hyperto...
The spectral p-norm of r-matrices generalizes the spectral 2-norm of 2-matrices. In 1911 Schur gave ...
AbstractIn this paper we characterize all nxn matrices whose spectral radius equals their spectral n...
AbstractInclusion regions for the spectrum of a hypertournament matrix A are obtained, based on a co...
AbstractIt has been a durable conjecture that the distance (appropriately defined) between the spect...
WOS: 000378243700011In this paper, we study norms of circulant matrices H = Circ(H-0((k)), H-1((k)),...
AbstractInclusion regions for the spectrum of a hypertournament matrix A are obtained, based on a co...
AbstractIn this article we show how to estimate the trace multiplier norm of a rank 2 matrix. As an ...
Let A be an n x n matrix with eigenvalues lambda(1),lambda 2,...,lambda(n), and let m be an integer ...
AbstractWe develop lower bounds for the spectral radius of symmetric, skew-symmetric, and arbitrary ...
AbstractThe generalized spectral radius, also known under the name of joint spectral radius, or (aft...
summary:We obtain a sharp upper bound for the spectral radius of a nonnegative matrix. This result i...
In this paper, we present some new upper bounds for the spectral radius of iterative matrices based ...
We consider the joint spectral radius of sets of matrices for discrete or continuous positive linear...
Abstract: Let B2m denote the Brualdi-Li matrix,and let ρ(B2m) denote the spectral radius of Brualdi-...
AbstractIn this work, we find a necessary and sufficient condition for the normality of an h-hyperto...
The spectral p-norm of r-matrices generalizes the spectral 2-norm of 2-matrices. In 1911 Schur gave ...
AbstractIn this paper we characterize all nxn matrices whose spectral radius equals their spectral n...
AbstractInclusion regions for the spectrum of a hypertournament matrix A are obtained, based on a co...
AbstractIt has been a durable conjecture that the distance (appropriately defined) between the spect...
WOS: 000378243700011In this paper, we study norms of circulant matrices H = Circ(H-0((k)), H-1((k)),...
AbstractInclusion regions for the spectrum of a hypertournament matrix A are obtained, based on a co...
AbstractIn this article we show how to estimate the trace multiplier norm of a rank 2 matrix. As an ...
Let A be an n x n matrix with eigenvalues lambda(1),lambda 2,...,lambda(n), and let m be an integer ...
AbstractWe develop lower bounds for the spectral radius of symmetric, skew-symmetric, and arbitrary ...
AbstractThe generalized spectral radius, also known under the name of joint spectral radius, or (aft...
summary:We obtain a sharp upper bound for the spectral radius of a nonnegative matrix. This result i...
In this paper, we present some new upper bounds for the spectral radius of iterative matrices based ...
We consider the joint spectral radius of sets of matrices for discrete or continuous positive linear...
Abstract: Let B2m denote the Brualdi-Li matrix,and let ρ(B2m) denote the spectral radius of Brualdi-...
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