An Enhanced Clustering Method Based on Grid-Shaking

Jinbeom Kang, Joongmin Choi, Jaeyoung Yang
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Abstract

Clustering is an essential way to extract meaningful information from massive data without human intervention in the field of data mining. Clustering algorithms can be divided into four types: partitioning algorithms, hierarchical algorithms, grid-based algorithms, and locality-based algorithms. Each algorithm, however, has problems that are not easily solved. K-means, for example, suffer from setting up an initial centroid problem when distribution of data is not hyper-ellipsoid. Chain effect, outlier, and degree of density in data are problems occurring in other types of algorithms. To solve these problems, various kinds of algorithms were proposed. In this paper, we propose a novel grid-based clustering algorithm through building clusters in each cell and show how to solve the previously mentioned problems.
一种基于网格抖动的增强聚类方法
聚类是从海量数据中提取有意义信息而无需人工干预的重要方法。聚类算法可以分为四种类型:分区算法、分层算法、基于网格的算法和基于位置的算法。然而,每种算法都有不容易解决的问题。例如,当数据不是超椭球分布时,K-means会产生初始质心问题。链效应、离群值和数据密度是其他类型算法中出现的问题。为了解决这些问题,提出了各种各样的算法。在本文中,我们提出了一种新的基于网格的聚类算法,通过在每个单元中构建聚类来解决前面提到的问题。
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