Clustering Ensemble Based on Hierarchical Partition

Taoying Li, Yan Chen
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Abstract

Many clustering ensemble algorithms need to predesign initial thresholds before partition data points, which is supervised learning and directly influence the efficiency of clustering. In order to cluster data points under fully unsupervised situation, the hierarchical partition is introduced in this paper. The proposed algorithm makes use of the distribution of results of all clustering memberships by constructing the m subset of Descartes with the support degree. The theorems and definitions advanced in this paper are detailed proved. Finally, the proposed algorithm is applied in practice and results show that it is effective. Keywordsclustering; hierarchical clustering; support degree; clustering ensemble
基于层次划分的聚类集成
许多聚类集成算法需要在划分数据点之前预先设计初始阈值,这属于监督学习,直接影响聚类的效率。为了在完全无监督情况下对数据点进行聚类,本文引入了层次划分方法。该算法通过构造具有支持度的笛卡尔子集m来利用所有聚类隶属度结果的分布。对文中提出的定理和定义进行了详细的证明。最后,对该算法进行了实际应用,结果表明该算法是有效的。Keywordsclustering;层次聚类;支持度;集群整体
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