带加权距离度量的改进Rough K-means算法

Wengying Duan, Taorong Qiu, Long-Zhen Duan, Qing Liu, Hai-quan Huan
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引用次数: 3

摘要

粗糙K-means算法及其扩展,如基于密度加权的粗糙K-means聚类算法,在聚类不一定有清晰边界的情况下非常有用。然而,基于密度加权的粗糙k均值聚类算法在上下近似权值的选择、样本密度的定义、中心搜索等方面存在缺陷。针对这些缺陷,本文提出了一种搜索初始中心点的解决方案,并将其与基于粗糙集属性约简的带权距离测度相结合,实现了该算法。该改进算法降低了孤立点对k-means算法的干扰程度,使聚类分析更加有效和客观。本实验是通过测试真实数据集来完成的。结果表明,改进后的算法是有效的,特别是对于那些具有巨大冗余的数据集。
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An improved Rough K-means algorithm with weighted distance measure
Rough K-means algorithm and its extensions, such as Rough K-means Clustering Algorithm with Weight Based on Density have been useful in situations where clusters do not necessarily have crisp boundaries. Nevertheless, there are flaws of selecting the weight of upper and lower approximation, defining the density of samples and searching the center in the Rough K-means Clustering Algorithm with Weight Based on Density. Aiming at the flaws, this paper proposes a solution to search initial central points and combines it with a distance measure with weight which is based on attribute reduction of rough set to achieve the algorithm. This improved algorithm decreases the level of interference brought by the isolated points to the k-means algorithm, and makes the clustering analysis more effective and objective. This experiment was performed by testing the true data sets. The results showed that the improved algorithm is effective, especially to those data sets with huge redundance.
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