Results 271 to 280 of about 66,958 (298)
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Local Spectral Radius Preservers
Integral Equations and Operator Theory, 2013Let \(X\) be an infinite-dimensional complex Banach space and \(\mathcal B(X)\) the space of all bounded operators on \(X\). The authors show that, if \(\varphi\) is a surjective map on \(\mathcal B(X)\) such that \(\mathrm r_{T-S}(x)=0\) if and only if \(\mathrm r_{\varphi(T)-\varphi(S)}(x)=0\) for every \(x\in X\) and \(S,T\in\mathcal B(X)\), then ...
Bourhim, Abdellatif, Mashreghi, Javad
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Computation on spectral radius of a graph
2012 8th International Conference on Natural Computation, 2012The molecular stability and related chemical properties are closely linked to the spectrum of the graph and corresponding eigenvalues. In quantum chemistry, spectral radius of graphs is the maximum energy level of molecules. Therefore, good upper bounds for the spectral radius is beneficial to estimate the energy of molecules.
Tianfei Wang, Peng Jin, Bin Li
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Estimation of the Joint Spectral Radius
2015The joint spectral radius of a set of matrices is a generalization of the concept of spectral radius of a matrix. Such notation has many applications in the computer science, and more generally in applied mathematics. It has been used, for example in graph theory, control theory, capacity of codes, continuity of wavelets, overlap-free words, trackable ...
Adam Czornik +2 more
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On the spectral radius of nonnegative matrices [PDF]
Summary: We give lower bounds for the spectral radius of nonnegative matrices and nonnegative symmetric matrices, and prove necessary and sufficient conditions to achieve these bounds.
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Estimates for the joint spectral radius
Applied Mathematics and Computation, 2006For a finite set of square matrices of the same size, the author develops computational estimates of the joint spectral radius. Examples are given where these estimates are sharp.
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On the spectral radius of a directed graph
Journal of Graph Theory, 1996The paper gives upper estimates on the spectral radius of a directed graph. It is shown that the spectral radius is bounded by the maximum of the geometric mean of in-degree and out-degree taken over all vertices.
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The spectral radius of graphs with given independence number
Discrete Mathematics, 2022Zhenzhen Lou, Ji-Ming Guo
exaly
On the Spectral Radius of Graphs with Cut Vertices
Journal of Combinatorial Theory Series B, 2001Abraham Berman
exaly

