Analysis of free-running automaton over a finite ring
Abstract
The analog over the finite ring of chaotic dynamical free-running system is investigated. The structure of the model under investigation is characterized in terms of automaton theory. Problems of parametric identification and identification of the initial state are solved. The structure of fixed points in the mapping realized by the initial automaton is characterized.Downloads
Published
2010-09-25
Issue
Section
New methods in system analysis, computer science and theory of decision making