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Evaluation of dynamic behavior forecasting parameters in the process of transition rule induction of unidimensional cellular automata

机译:一维元胞自动机过渡规则诱导过程中动态行为预测参数的评价。

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The simulation of the dynamics of a cellular systems based on cellular automata (CA) can be computationally expensive. This is particularly true when such simulation is part of a procedure of rule induction to find suitable transition rules for the CA. Several efforts have been described in the literature to make this problem more treatable. This work presents a study about the efficiency of dynamic behavior forecasting parameters (DBFPs) used for the induction of transition rules of CA for a specific problem: the classification by the majority rule. A total of 8 DBFPs were analyzed for the 31 best-performing rules found in the literature. Some of these DBFPs were highly correlated each other, meaning they yield the same information. Also, most rules presented values of the DBFPs very close each other. An evolutionary algorithm, based on gene expression programming, was developed for finding transition rules according a given preestablished behavior. The simulation of the dynamic behavior of the CA is not used to evaluate candidate transition rules. Instead, the average values for the DBFPs were used as reference. Experiments were done using the DBFPs separately and together. In both cases, the best induced transition rules were not acceptable solutions for the desired behavior of the CA. We conclude that, although the DBFPs represent interesting aspects of the dynamic behavior of CAs, the transition rule induction process still requires the simulation of the dynamics and cannot rely only on the DBFPs.
机译:基于细胞自动机(CA)的细胞系统动力学的仿真可能在计算上昂贵。当这种模拟是规则归纳过程的一部分,以找到适合CA的过渡规则时,尤其如此。在文献中已经描述了一些努力来使这个问题更可治疗。这项工作提出了一项关于动态行为预测参数(DBFP)的效率的研究,该动态行为预测参数用于归纳针对特定问题的CA转换规则:通过多数规则进行分类。总共对8个DBFP进行了分析,以查找文献中发现的31个最佳性能规则。其中一些DBFP彼此高度相关,这意味着它们产生相同的信息。而且,大多数规则表示DBFP的值彼此非常接近。开发了一种基于基因表达程序的进化算法,用于根据给定的预定行为找到过渡规则。 CA动态行为的仿真不用于评估候选转换规则。相反,将DBFP的平均值用作参考。使用DBFP分别或一起进行了实验。在这两种情况下,最佳的诱导过渡规则对于CA的预期行为都不是可接受的解决方案。我们得出的结论是,尽管DBFP代表了CA动态行为的有趣方面,但是过渡规则归纳过程仍然需要对动力学进行仿真,而不能仅依赖DBFP。

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