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New Cluster Validity Index with Fuzzy Functions

机译:具有模糊函数的新聚类有效性指标

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A new cluster validity index is introduced to validate the results obtained by the recent Improved Fuzzy Clustering (IFC), which combines two different methods, i.e., fuzzy c-means clustering and fuzzy c-regression, in a novel way. Proposed validity measure determines the optimum number of clusters of the IFC based on a ratio of the compactness to separability of the clusters. The compactness is represented with: (ⅰ) the sum of the average distances of each object to their cluster centers, and (ⅱ) the error measure of their fuzzy functions, which utilizes membership values as additional input variables. The separability is based on the ratio between: (ⅰ) the maximum distance between the cluster representatives, and (ⅱ) the angles between their representative fuzzy functions. The experiments exhibit that the new cluster validity index is a useful function when selecting the parameters of the IFC.
机译:引入了新的聚类有效性指数以验证最近的改进的模糊聚类(IFC)所获得的结果,该方法以新颖的方式结合了两种不同的方法,即模糊c均值聚类和模糊c回归。拟议的有效性度量基于簇的紧密度与可分离性之比来确定IFC的最优簇数。紧密度用以下形式表示:(ⅰ)每个对象到其聚类中心的平均距离之和,(ⅱ)其模糊函数的误差度量,该函数利用隶属度值作为附加输入变量。可分离性基于以下比率:(ⅰ)群集代表之间的最大距离,和(ⅱ)群集代表模糊函数之间的角度。实验表明,当选择IFC的参数时,新的聚类有效性指数是有用的函数。

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