On one-sided, D-chaotic cellular automaton, having continuum of fixed points and topological entropy log(3)

In this paper, generalizing our previous result, we present a one-sided cellular automaton F with radius r = 1 defined over six-element alphabet. We prove that the automaton F is chaotic in the sense of Devaney, non-injective, has continuum of fixed points and topological entropy equal to log(3).