2D Reflexive CA Rules over ℤp

Doston Jumaniyozov, Shovkat Redjepov, Otaxon Khudayberganov
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Abstract

The present paper is devoted to study of a new type of lattice that is called pentagonal lattice. We define the von Neumann neighborhood of a cell in this lattice. After that, it is considered a linear Cellular Automata with von Neumann neighborhood over pentagonal lattice. We investigate this Cellular Automata with reflexive boundary condition. For the considered Cellular Automata, we construct the transition rule matrix over the field ℤp with reflexive boundary condition.
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p上二维自反CA规则
本文研究了一种叫做五边形晶格的新型晶格。我们定义了晶格中细胞的冯·诺依曼邻域。然后,将其视为五边形晶格上具有冯·诺依曼邻域的线性元胞自动机。研究了具有自反边界条件的元胞自动机。对于所考虑的元胞自动机,我们构造了具有自反边界条件的域上的转移规则矩阵。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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