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Minimal fuzzy memberships and rules using hierarchical genetic algorithms

机译:使用层次遗传算法的最小模糊隶属度和规则

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摘要

A new scheme to obtain optimal fuzzy subsets and rules is proposed. The method is derived from the use of genetic algorithms, where the genes of the chromosome are classified into two different types. These genes can be arranged in a hierarchical form, where one type of gene controls the other. The effectiveness of this genetic formulation enables the fuzzy subsets and rules to be optimally reduced and, yet, the system performance is well maintained. In this paper, the details of formulation of the genetic structure are given. The required procedures for coding the fuzzy membership function and rules into the chromosome are also described. To justify this approach to fuzzy logic design, the proposed scheme is applied to control a constant water pressure pumping system. The obtained results, as well as the associated final fuzzy subsets, are included in this paper. Because of its simplicity, the method could lead to a potentially low-cost fuzzy logic implementation.
机译:提出了一种获取最优模糊子集和规则的新方案。该方法源于遗传算法的使用,其中染色体的基因分为两种不同的类型。这些基因可以层次形式排列,其中一种基因控制另一种。这种遗传公式的有效性使模糊子集和规则得以最佳地减少,但是系统性能得到了很好的维护。在本文中,详细介绍了遗传结构的构成。还介绍了将模糊隶属函数和规则编码到染色体中所需的过程。为了证明这种方法可以进行模糊逻辑设计,将所提出的方案应用于控制恒定水压泵送系统。所获得的结果,以及相关的最终模糊子集,都包含在本文中。由于其简单性,该方法可能导致潜在的低成本模糊逻辑实现。

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