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Computational Aspects of Cellular Automata on Countable Sofic Shifts
We investigate the computational properties of cellular automata on countable (equivalently, zero entropy) sofic shifts with an emphasis on nilpotency, periodicity, and asymptotic behavior. As a tool for proving decidability results, we prove the Starfleet Lemma, which is of independent interest.
Ilkka Törmä, Ville Salo
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Computational Aspects of Asynchronous Cellular Automata
Cellular Automata (CA) are a computational model widely used in many scientific fields. A CA consists of identical finite automata arranged over a regular lattice (i.e. every configuration of a CA is an element of A ℤ where A is a finite set of local states).
Chandesris, J+3 more
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Computational aspects of elementary cellular automata
We investigate the computational capacities of finite and infinite elementary cellular automata in light of their topological dynamics properties.
Schüle, M, Stoop, Ruedi
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