Combinatorial properties of some cellular automata related to the mosaic cycle concept

Acta Biotheoretica 48 (3-4) (2000)
A cellular automaton that is related to the "mosaic cycle concept" is considered. We explain why such automata sustain very often, but not always, n-periodic trajectories (n being the number of states of the automaton). Our work is a first step in the direction of a theory of these type of automata which might be useful in modeling mosaic successions.
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