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Generalized Weighted Conditional Fuzzy Clustering

机译:广义加权条件模糊聚类

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Fuzzy clustering helps to find natural vague boundaries in data. The fuzzy c-means method is one of the most popular clustering methods based on minimization of a criterion function. Among many existing modifications of this method, conditional or context-dependent c-means is the most interesting one. In this method, data vectors are clustered under conditions based on linguistic terms represented by fuzzy Sets. This paper introduces a family of generalized weighted conditional fuzzy C-means clustering algorithms. This family include both the well-known fuzzy C-means method and the conditional fuzzy C-means method. Performance of the new clustering algorithm is experimentally compared with fuzzy c-means using synthetic data with outliers and the Box-Jenkins database.
机译:模糊聚类有助于找到数据中自然的模糊边界。模糊c均值方法是基于准则函数最小化的最受欢迎的聚类方法之一。在此方法的许多现有修改中,条件或依赖于上下文的c均值是最有趣的一种。在这种方法中,数据向量在基于模糊集表示的语言术语的条件下聚类。本文介绍了一系列广义加权条件模糊C均值聚类算法。该族既包括著名的模糊C均值方法,也包括条件模糊C均值方法。使用带有离群值和Box-Jenkins数据库的综合数据,将新聚类算法的性能与模糊c均值进行了实验比较。

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