@inproceedings{Axtell2007OptimizationOT, title={Optimization of the Spectral Radius of a Product for Nonnegative Matrices}, author={Jonathan C. Axtell and Lixing Han and Daniel Hershkowitz and Michael Neumann}, year={2007} }

- Published 2007

Let A be an n × n irreducible nonnegative matrix. We show that over the set Ωn of all n × n doubly stochastic matrices S, the multiplicative spectral radius ρ(SA) attains a minimum and a maximum at a permutation matrix. For the case when A is a symmetric nonnegative matrix, a by-product of our technique of proof yields a result allowing us to show that… CONTINUE READING

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