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Tutorial on Cellular Automata

机译:蜂窝自动机的教程

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摘要

This tutorial surveys computational aspects of cellular automata, a discrete dynamical model introduced by S. Ulam and J. von Neumann in the late 40s: a regular grid of finite state cells evolving synchronously according to a common local rule described by a finite automaton. Formally, a cellular automaton is a tuple (d, S, N, f) where d ∈ N is the dimension of the cellular space, S is the finite set of states, N (is contained in)_(finite) Z~d is the finite neighborhood and f: S~N → S is the local rule of the cellular automaton.
机译:本教程调查蜂窝自动机的计算方面,由40秒后的S. Ulam和J.Von Neumann引入的离散动力学模型:根据有限自动机构描述的公共局部规则同步地演化的有限状态电池的规则网格。正式地,蜂窝自动机是元组(d,s,n,f),其中d≠n是蜂窝空间的尺寸,s是各种状态,n(包含在)_(有限)z〜d。(有限)z〜d是有限的邻域和f:s〜n→s是蜂窝自动机的局部规则。

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