基于最频繁值方法的鲁棒聚类

Ferenc Tolner, Sándor Fegyverneki, Balázs Barta, György Eigner
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引用次数: 0

摘要

尽管有大量精心设计的理论和有效实用的算法,但将观察结果分配给高度可分离但相对同质的群体仍然是一项具有挑战性的任务。不仅仅是聚类的目的,底层数据本身也会影响方法的选择和评估结果的方式。异常值和非正态数据分布会导致令人惊讶的、不稳定的和多次不期望的聚类结果,特别是在高维情况下。这意味着在这种无监督算法的情况下,一些人类监督的重要性。针对实际数据的脆型聚类问题,提出了一种基于最频繁值方法的鲁棒聚类方案。将该方法与k- median算法进行了比较。应用程序的一个优点是它易于应用于多维数据集,其中形成的组的关键判断特别麻烦。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust clustering based on the most frequent value method
Assigning observations to highly separable although relatively homogeneous groups is still a challenging task despite the abundance of well-elaborated theories and effective, practical algorithms. Not just the aim of clustering then the underlying data itself influences the choice of method and the way of assessing the results. Outliers and non-normal data distribution can lead to surprising, unstable and many times undesirable clustering results especially in higher dimensions. This implies the importance of some human supervision in case of such unsupervised algorithms as well. In this paper a robust clustering alternative is presented based on the Most Frequent Value Method for crisp-type clustering in case of real-life data. The proposed approach is compared with the k-Medians algorithm. A favourable attribute of the applied procedure is its ease of application on multidimensional data sets where critical judgment of formed groups is particularly troublesome.
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