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Fuzzy clustering analysis for optimizing fuzzy membership functions

机译:模糊聚类分析,优化模糊隶属度函数

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摘要

Fuzzy model identification is an application of fuzzy inference system for identifying unknown functions, for a given set of sampled data. The most important thing for fuzzy identification task is to decide the parameters of membership functions (MFs) used in fuzzy systems. A lot of efforts (Chung and Lee, 1994; Jang, 1993; Sun and Jang, 1993) have been given to initialize the parameters of fuzzy membership functions. However, the problems of parameter identification were not solved formally. Assessments of these algorithms are discussed in the paper. Based on the fuzzy c-means (FCM) Bezdek (1987) clustering algorithm, we propose a heuristic method to calibrate the fuzzy exponent iternatively. A hybrid learning algorithm for refining the system parameters is then presented. Examples are demonstrated to show the effectiveness of the proposed method, comparing with the equalized universe method (EUM) and subtractive clustering method (SCM) Chiu (1994). The simulation results indicate the general applicability of our methods to a wide range of applications.
机译:模糊模型识别是模糊推理系统的一种应用,用于针对给定的一组采样数据识别未知函数。模糊识别任务最重要的是确定模糊系统中使用的隶属函数(MFs)的参数。为了初始化模糊隶属函数的参数,已经做了很多努力(Chung和Lee,1994; Jang,1993; Sun和Jang,1993)。但是,参数识别的问题尚未正式解决。本文讨论了这些算法的评估。基于模糊c均值(FCM)Bezdek(1987)聚类算法,我们提出了一种启发式方法来迭代地校准模糊指数。然后提出了一种混合学习算法,用于细化系统参数。实例证明了该方法的有效性,并与均衡宇宙方法(EUM)和减法聚类方法(SCM)Chiu(1994)进行了比较。仿真结果表明我们的方法在广泛的应用中具有普遍的适用性。

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