Article ID Journal Published Year Pages File Type
4602581 Linear Algebra and its Applications 2008 11 Pages PDF
Abstract

Asymptotic properties of extremal solutions of linear inclusions of order three with zero Lyapunov exponent are investigated. Under certain conditions it is shown that all extremal solutions of such inclusions tend to the same (up to a multiplicative factor) solution, which is central symmetric. The structure of the convex set of extremal norm is studied. A number of extremal points of this set are described.

Related Topics
Physical Sciences and Engineering Mathematics Algebra and Number Theory