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Clustering interval data through kernel-induced feature space

机译:通过内核诱导的特征空间对区间数据进行聚类

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摘要

Recently, kernel-based clustering in feature space has shown to perform better than conventional clustering methods in unsupervised classification. In this paper, a partitioning clustering method in kernel-induce feature space for symbolic interval-valued data is introduced. The distance between an item and its prototype in feature space is expanded using a two-component mixture kernel to handle intervals. Moreover, tools for the partition and cluster interpretation of interval-valued data in feature space are also presented. To show the effectiveness of the proposed method, experiments with real and synthetic interval data sets were performed and a study comparing the proposed method with different clustering algorithms of the literature is also presented. The clustering quality furnished by the methods is measured by an external cluster validity index (corrected Rand index). These experiments showed the usefulness of the kernel K-means method for interval-valued data and the merit of the partition and cluster interpretation tools.
机译:最近,在无监督分类中,特征空间中基于内核的聚类表现出比常规聚类方法更好的性能。本文介绍了一种在内核归纳特征空间中对符号间隔值数据进行分区的聚类方法。使用二元混合内核来处理间隔,可以扩展项目与其原型在特征空间之间的距离。此外,还介绍了用于在特征空间中对区间值数据进行分区和聚类解释的工具。为了证明该方法的有效性,进行了实数和合成区间数据集的实验,并进行了将该方法与文献中不同聚类算法进行比较的研究。这些方法提供的聚类质量通过外部聚类有效性指数(校正的兰德指数)来衡量。这些实验表明了核K均值方法对区间值数据的有用性以及分区和聚类解释工具的优点。

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