Variance Based Moving K-Means Algorithm

Vibin Vijay, P. RaghunathV., Amarjot Singh, S. N. Omkar
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引用次数: 8

Abstract

Clustering is a useful data exploratory method with its wide applicability in multiple fields. However, data clustering greatly relies on initialization of cluster centers that can result in large intra-cluster variance and dead centers, therefore leading to sub-optimal solutions. This paper proposes a novel variance based version of the conventional Moving K-Means (MKM) algorithm called Variance Based Moving K-Means (VMKM) that can partition data into optimal homogeneous clusters, irrespective of cluster initialization. The algorithm utilizes a novel distance metric and a unique data element selection criteria to transfer the selected elements between clusters to achieve low intra-cluster variance and subsequently avoid dead centers. Quantitative and qualitative comparison with various clustering techniques is performed on four datasets selected from image processing, bioinformatics, remote sensing and the stock market respectively. An extensive analysis highlights the superior performance of the proposed method over other techniques.
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基于方差的移动k均值算法
聚类是一种有用的数据探索方法,在多个领域具有广泛的适用性。然而,数据聚类很大程度上依赖于簇中心的初始化,这可能导致较大的簇内方差和死中心,从而导致次优解。本文提出了一种新的基于方差的传统移动K-Means (MKM)算法,称为基于方差的移动K-Means (VMKM),它可以将数据划分为最优的同构聚类,而不需要初始化聚类。该算法利用一种新颖的距离度量和一种独特的数据元素选择准则在聚类之间传递所选元素,以达到低聚类内方差和避免死点的目的。在图像处理、生物信息学、遥感和股票市场四个数据集上,对不同聚类技术进行了定量和定性比较。广泛的分析强调了所提出的方法优于其他技术的性能。
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