descriptionPublicationkeyboard_double_arrow_right Article 08 May 2015 English Publisher:Informa UK LimitedJournal:Linear and Multilinear Algebra, volume 64, pages 353-361 (issn: 0308-1087, eissn: 1563-5139,

Authors: Cantó Colomina, Begoña; Coll, Carmen; Sánchez, Elena;

doi: 10.1080/03081087.2015.1040404

handle: 10251/81643

On the stability and spectral radius of a finite set of matrices

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Abstract

This paper studies some problems related to the stability and the spectral radius of a finite set of matrices. A seasonal epidemic model is given to illustrate the use of the obtained results. In this example, the relationship between the obtained results and the stability of a discrete time periodic linear system is obtained.

This work has been partially supported by Spanish [grant number MTM2013-43678-P].

Related Organizations

Universitat Politècnica de València
Spain

Keywords

Nonnegative matrix, Periodic linear systems, Epidemic model, MATEMATICA APLICADA, Stability, Spectral radius

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