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Some Topological Properties of One Dimensional Cellular Automata by Chemlal, Rezki is a scholarly article available to read on EtoBox.

What is Some Topological Properties of One Dimensional Cellular Automata about?

Cellular automata, CA for short are continuous maps defined on the set of configurations over a finite alphabet A that commutes with the shift. They are characterized by the existence of local function which determine by local behavior the image of an element of the configurations space. We will study periodic factors of cellular automata. We classify periodic factors according to their periods. We show that for a surjective cellular automaton with equicontinuity points but without being equicontinuous there is an infinity of classes of equivalence of periodic factors

Author

Chemlal, Rezki

Published

2019

Language

EN