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A new validity index for evaluating the clustering results by partitional clustering algorithms

机译:分区聚类算法评估聚类结果的有效性指标

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摘要

Partitional clustering algorithms are the most widely used approach in clustering problems. However, how to evaluate the clustering performance of these algorithms remains unanswered due to the lack of an efficient measure for accurately representing the separation among partitioned clusters. In this paper, based on twomost commonly used partitional clustering algorithms, c-means and fuzzy c-means, and their variants, we developed a new measure, called as dual center, to represent the separation among clusters. The new measure can efficiently represent the separation among various clusters. According to the defined measure, a new validity index is proposed for evaluating the clustering performance of partitional algorithms. Two groups of benchmark datasets with different characteristics were used to validate the effectiveness of the proposed validity index. Experimental results provide evidence that the proposed validity index outperforms some existing representative validity indexes in the two groups of typical and representative datasets.
机译:分区聚类算法是聚类问题中使用最广泛的方法。但是,由于缺乏有效的方法来准确表示分区集群之间的分离,如何评估这些算法的集群性能仍然没有答案。在本文中,基于两种最常用的分区聚类算法,即c均值和模糊c均值及其变体,我们开发了一种称为对偶中心的新度量,以表示聚类之间的分离。新措施可以有效地表示各个集群之间的分离。根据定义的度量,提出了一种新的有效性指标,用于评估分区算法的聚类性能。使用两组具有不同特征的基准数据集来验证所提出的有效性指标的有效性。实验结果证明,在两组典型数据集和代表性数据集中,提出的有效性指标优于某些现有的代表性有效性指标。

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