Temporal Components of a Semigroup of Nonnegative Matrices. A Generalization of Minc’s Theorem on the Structure of an Irreducible Matrix


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Abstract

The notion of a temporal component of a semigroup of block-monomial nonnegative matrices is introduced. For such semigroups, a generalization of Minc’s theorem on the structure of an

irreducible matrix is proved.

About the authors

Yu. A. Al’pin

Kazan’ Federal University

Author for correspondence.
Email: Yuri.Alpin@kpfu.ru
Russian Federation, Kazan’

V. S. Al’pina

Kazan’ National Research Technological University

Email: Yuri.Alpin@kpfu.ru
Russian Federation, Kazan’

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