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Complete design of fuzzy logic systems using genetic algorithms

机译:使用遗传算法的模糊逻辑系统的完整设计

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The paper presents a general method for constructing accurate high-dimensional fuzzy logic systems (FLSs). Generally, the design of FLSs involves determination of the number of fuzzy rules, the structure of the rules, and membership function parameters. Most techniques treat these parts separately, which may result in a suboptimal solution. We propose to optimize all three parts simultaneously using genetic algorithm (GA) techniques. While GAs are very robust with respect to avoiding local minima, they can be slow in refining the solution once near the optimum. Thus, the FLS obtained from GA search is further fine-tuned using a conjugate gradient method. The advantages of the proposed method are demonstrated through a comparison with other fuzzy modeling techniques and feedforward neural networks on modeling a nonlinear dynamic system, and industrial process.
机译:本文提出了一种构建精确的高维模糊逻辑系统(FLS)的通用方法。通常,FLS的设计涉及确定模糊规则的数量,规则的结构以及隶属函数参数。大多数技术会分别处理这些部分,这可能会导致解决方案欠佳。我们建议使用遗传算法(GA)技术同时优化所有三个部分。尽管GA在避免局部最小值方面非常强大,但一旦接近最佳值,它们在完善解决方案方面就会很慢。因此,使用共轭梯度法对从GA搜索获得的FLS进行了进一步的微调。通过与其他模糊建模技术和前馈神经网络进行非线性动态系统和工业过程建模的比较,证明了该方法的优点。

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