Some Conceptions Of Chaotic Properties Of Product Systems In Non-autonomous Discrete Systems

Abstract

This paper is devoted toea study of some chaotic properties of non-autonomous discrete dynamical systems, which are all defined in a way suitable for non-autonomous dynamical systems. It examines how properties such as mixing, transitive, weak mixing, mild mixing, strongly transitive, F - system, multi-transitive, or backward minimal, in a non-autonomous discretee dynamical system carry over to their product systems. However, it should be noted that while one of the notions above of the product system can be deduced from the
factor systems.