一种基于crow搜索算法的改进K-medoids聚类方法

Nitesh Sureja , Bharat Chawda , Avani Vasant
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引用次数: 6

摘要

K-medoids聚类算法是一种简单而有效的算法,已被应用于解决许多聚类问题。K-Medoid不是使用平均点作为聚类的中心,而是使用实际点来表示它。Medoid是聚类中位于最中心的对象,与其他点的距离总和最小。K-medoid可以正确地表示聚类中心,因为它对异常值是鲁棒的。然而,K-medoids算法不适合对任意形状的对象组和大规模数据集进行聚类。这是因为它使用紧凑性作为聚类标准,而不是连通性。针对上述问题,提出了一种基于crow搜索算法的改进k-medoids算法。本研究使用乌鸦搜索算法来改善K-medoids算法的探索和开发过程之间的平衡。实验结果比较表明,该改进算法的性能优于其他竞争对手。
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An improved K-medoids clustering approach based on the crow search algorithm

K-medoids clustering algorithm is a simple yet effective algorithm that has been applied to solve many clustering problems. Instead of using the mean point as the centre of a cluster, K-medoids uses an actual point to represent it. Medoid is the most centrally located object of the cluster, with a minimum sum of distances to other points. K-medoids can correctly represent the cluster centre as it is robust to outliers. However, the K-medoids algorithm is unsuitable for clustering arbitrary shaped groups of objects and large scale datasets. This is because it uses compactness as a clustering criterion instead of connectivity. An improved k-medoids algorithm based on the crow search algorithm is proposed to overcome the above problems. This research uses the crow search algorithm to improve the balance between the exploration and exploitation process of the K-medoids algorithm. Experimental result comparison shows that the proposed improved algorithm performs better than other competitors.

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