AbstractIn this paper we characterize all nxn matrices whose spectral radius equals their spectral norm. We show that for n⩾3 the class of these matrices contains the normal matrices as a subclass
AbstractThe generalized spectral radius, also known under the name of joint spectral radius, or (aft...
AbstractThere exist many definitions of the ε-spectrum. Unlike the spectrum, the ε-spectrum definiti...
AbstractWe present a sequence of progressively better lower bounds for the s pectral radius of a non...
AbstractIn this paper we characterize all nxn matrices whose spectral radius equals their spectral n...
AbstractWe study some properties of the numerical radius of matrices with non-negative entries, and ...
AbstractA matrix seminorm ∥·∥ is called supspectral if it satisfies the condition that the spectral ...
AbstractWe show that the norm of the powers of a matrix with unit spectral radius which is not of bo...
AbstractGiven a matrix A=[aij], define ‖A‖=[‖aij‖]. Let ⦀ · ⦀2 denote the spectral norm. We show tha...
AbstractFor an arbitrary asymmetric nonnegative n × n matrix A we identify a pair of symmetric matri...
AbstractLet ∑ be a bounded set of complex matrices,∑m = {A1 ... Am: Ai ∈ ∑}. The generalized spectra...
AbstractWe derive an increasing sequence of lower bounds for the spectral radius of a matrix with re...
AbstractA generalized matrix norm G dominates the spectral radius for all AϵMn(C) (i) if for some po...
Caption title.Includes bibliographical references (p. 9-11).Supported by the ARO. DAAL-03-92-G-0115J...
AbstractLet Mn+ be the set of entrywise nonnegative n×n matrices. Denote by r(A) the spectral radius...
AbstractWe consider the minimum spectral radius for an n×n matrix of 0's and 1's having a specified ...
AbstractThe generalized spectral radius, also known under the name of joint spectral radius, or (aft...
AbstractThere exist many definitions of the ε-spectrum. Unlike the spectrum, the ε-spectrum definiti...
AbstractWe present a sequence of progressively better lower bounds for the s pectral radius of a non...
AbstractIn this paper we characterize all nxn matrices whose spectral radius equals their spectral n...
AbstractWe study some properties of the numerical radius of matrices with non-negative entries, and ...
AbstractA matrix seminorm ∥·∥ is called supspectral if it satisfies the condition that the spectral ...
AbstractWe show that the norm of the powers of a matrix with unit spectral radius which is not of bo...
AbstractGiven a matrix A=[aij], define ‖A‖=[‖aij‖]. Let ⦀ · ⦀2 denote the spectral norm. We show tha...
AbstractFor an arbitrary asymmetric nonnegative n × n matrix A we identify a pair of symmetric matri...
AbstractLet ∑ be a bounded set of complex matrices,∑m = {A1 ... Am: Ai ∈ ∑}. The generalized spectra...
AbstractWe derive an increasing sequence of lower bounds for the spectral radius of a matrix with re...
AbstractA generalized matrix norm G dominates the spectral radius for all AϵMn(C) (i) if for some po...
Caption title.Includes bibliographical references (p. 9-11).Supported by the ARO. DAAL-03-92-G-0115J...
AbstractLet Mn+ be the set of entrywise nonnegative n×n matrices. Denote by r(A) the spectral radius...
AbstractWe consider the minimum spectral radius for an n×n matrix of 0's and 1's having a specified ...
AbstractThe generalized spectral radius, also known under the name of joint spectral radius, or (aft...
AbstractThere exist many definitions of the ε-spectrum. Unlike the spectrum, the ε-spectrum definiti...
AbstractWe present a sequence of progressively better lower bounds for the s pectral radius of a non...
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