Compressing and improving fuzzy rules using genetic algorithm and its application to fault detection

K. S. Yap, S. Wong, S. K. Tiong
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引用次数: 11

Abstract

The fuzzy rule sets, which have been derived from the hybrid neural network model, called the O-EGART-PR-FIS, is an integration of the Adaptive Resonance Theory (ART) into Generalized Regression Neural Network (GRNN), display substantial redundancy and low interpretability that leads to time-consuming prediction process. The O-EGART-PR-FIS approach can achieve the highest accuracy rate among all, however the extracted rules are less compact. Hence, in this paper, we propose a genetic algorithm based method with the inclusion of the “Don't Care” antecedent (hereafter denoted as DC-GA) to the foundation of the O-EGART-PR-FIS, with the aim of further optimizing the existing fuzzy rules. The improved model is applied to two benchmark problems, and the rules extracted are analyzed, discussed and compared with other published methods. From the comparison results, it is observed that the improved model is attested to be statistically superior to other ANN models. Therefore, it reveals the efficacy of DC-GA in eliciting a set of compact and yet easily comprehensible rules while sustaining a high classification performance.
用遗传算法压缩和改进模糊规则及其在故障检测中的应用
基于混合神经网络模型的模糊规则集(O-EGART-PR-FIS)是自适应共振理论(ART)与广义回归神经网络(GRNN)的集成,具有大量冗余和低可解释性,导致预测过程耗时。在所有方法中,O-EGART-PR-FIS方法的准确率最高,但提取的规则不够紧凑。因此,在本文中,我们提出了一种基于遗传算法的方法,在O-EGART-PR-FIS的基础上加入“Don't Care”先行词(以下简称DC-GA),以进一步优化现有模糊规则。将改进的模型应用于两个基准问题,并对提取的规则进行了分析、讨论,并与其他已发表的方法进行了比较。对比结果表明,改进后的模型在统计上优于其他人工神经网络模型。因此,它揭示了DC-GA在获得一组紧凑且易于理解的规则的同时保持高分类性能的有效性。
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