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Agglomerative Hierarchical Clustering Based on Local Optimization for Cluster Validity Measures

机译:基于集群有效性措施的局部优化基于局部优化的凝聚层次聚类

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Modularity is an evaluation measure for graph clustering. Louvain method is constructed by local optimization for modularity and is bottom up method as well as agglomerative hierarchical clustering. Cluster validity measures are used to evaluate cluster partitions as well as modularity. They are traditional evaluation measures in the field of clustering. We propose a novel graph clustering which is based on agglomerative hierarchical clustering. The proposed method in this study is constructed by local optimization for cluster validity measures. The effectiveness of the proposed method is shown through numerical examples. Numerical examples show that the proposed method has different clustering propety from Louvain method because of the feature of cluster validity measures.
机译:模块化是图形聚类的评估措施。 Louvain方法是通过局部优化构造的模块化,并且是底部向上的方法以及附聚层次聚类。群集有效度量用于评估群集分区以及模块化。它们是聚类领域的传统评价措施。我们提出了一种基于附加分层聚类的新图形聚类。本研究中提出的方法是通过局部优化进行集群有效性措施构建。通过数值例示出所提出的方法的有效性。数值示例表明,由于集群有效性措施的特征,所提出的方法具有不同于Louvain方法的群集。

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