高斯型隶属函数的模糊聚类

C. Ramesh, G. Jena, K. R. Rao, C. V. Sastry
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引用次数: 1

摘要

清晰聚类技术的一个特点是聚类之间的边界是完全明确的。然而,在许多实时情况下,集群之间的边界不能被清楚地识别。有些模式可能属于多个集群。在这种情况下,模糊聚类方法提供了一种更好、更有用的方法来对这些模式进行分类。模糊c均值(FCM) FCM方法适用于各种地质统计数据分析问题。该方法对任意一组数值数据生成模糊分区和原型。这些划分对于证实已知的子结构或在未探索的数据中提示子结构是有用的。用于集合的聚类准则是广义最小二乘目标函数。我们实现了具有高斯隶属值的FCM算法。该方法的特点包括选择一个可调节的加权因子,该因子本质上控制对聚类数量的敏感性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fuzzy clustering with Gaussian-type member ship function
A Characteristic of the crisp clustering technique is that the boundary between clusters is fully defined. However, in many real-time situations, the boundaries between clusters cannot be clearly identified. Some patterns may belong to more than one cluster. In such cases, the fuzzy clustering method provides a better and more useful method to classify these patterns. Fuzzy c-means (FCM) FCM method is applicable to a wide variety of geostatistical data-analysis problems. This method generates fuzzy partitions and prototypes for any set of numerical data. These partitions are useful for corroborating known substructures or suggesting substructures in unexplored data. The clustering criterion used to aggregate subsets is a generalized least-squares objective function. We have implemented FCM algorithm with Gaussian membership values. Features of this method include a choice of an adjustable weighting factor that essentially controls sensitivity to the number of clusters.
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