In this paper, we characterize the reversibility of topological dynamical systems over the limit sets. We define a new concept of generalized inverse systems ...
In this paper, we characterize the reversibility of topological dynamical systems over the limit sets. We define a new concept of generalized inverse ...
Reversibility is a fundamental property of microscopic physical systems, implied by the laws of quantum mechanics, which seems to be at odds with the Second ...
Reversibility is a fundamental property of microscopic physical systems, implied by the laws of quantum mechanics, which seems to be at odds with the Second ...
425-434. Generalized Reversibility of Topological Dynamical Systems and Cellular Automata Kuize Zhang and Lijun Zhang Abstract · Full Text (IP). p. 435-472
Zhang K, Zhang L (2015) Generalized reversibility of topological dynamical systems and cellular automata. J Cell Autom 10:425–434. About this publication ...
In this paper we consider two properties of a pushdown dynamical system (PDS) — its topological entropy and reversibility. First, we present a formula to ...
Missing: Generalized | Show results with:Generalized
Abstract: This paper investigates reversibility properties of 1-dimensional 3-neighborhood d-state finite cellular automata (CAs) of length n under periodic ...
A reversible cellular automaton is a cellular automaton in which every configuration has a unique predecessor. That is, it is a regular grid of cells, ...
We present recent studies on cellular automata (CAs) viewed as discrete dynamical systems. In the first part, we illustrate the relations between two ...
Missing: Generalized | Show results with:Generalized