Sep 16, 2019 · Abstract:We study one-dimensional cellular automata evolutions with both temporal and spatial periodicity.
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We study one-dimensional cellular automata evolutions with both tem- poral and spatial periodicity. The main objective is to investigate the.
The main objective is to investigate the longest temporal periods among all two-neighbor rules, with a fixed spatial period σ and number of states n, ...
One-dimensional cellular automata evolutions with both temporal and spatial periodicity are studied. The main objective is to investigate the longest temporal ...
One-dimensional cellular automata evolutions with both temporal and spatial periodicity are studied. The main objective is to investigate the longest ...
We study one-dimensional cellular automata evolutions with both temporal and spatial periodicity. The main objective is to investigate the longest temporal ...
The main tool is the Chen-Stein method for Poisson approximation, which establishes that the number of periodic solutions, with their spatial and temporal ...
Volume 30, Issue 3 (2021). Maximal Temporal Period of a Periodic Solution Generated by a One-Dimensional Cellular Automaton · Download PDF. Janko Gravner
Generating cryptographically suitable non-linear maximum length cellular automata. ... Maximal temporal period of a periodic solution generated ... one-dimensional ...
Maximal temporal period of a periodic solution generated by a one-dimensional cellular automaton. J Gravner, X Liu. Complex Systems 30 (3), 239–272, 2021. 4 ...