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A graph clustering algorithm based on a clustering coefficient for?weighted graphs

机译:一种基于群集系数的图簇算法?加权图

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Graph clustering is an important issue for several applications associated with data analysis in graphs. However, the discovery of groups of highly connected nodes that can represent clusters is not an easy task. Many assumptions like the number of clusters and if the clusters are or not balanced, may need to be made before the application of a clustering algorithm. Moreover, without previous information regarding data label, there is no guarantee that the partition found by a clustering algorithm automatically extracts the relevant information present in the data. This paper proposes a new graph clustering algorithm that automatically defines the number of clusters based on a clustering tendency connectivity-based validation measure, also proposed in the paper. According to the computational results, the new algorithm is able to efficiently find graph clustering partitions for complete graphs.
机译:图形群集是与图形中的数据分析相关的多个应用程序的重要问题。但是,发现可以代表集群的高度连接节点组的发现不是一个简单的任务。在应用聚类算法之前,可能需要进行许多像簇的数量和群集的群集的假设。此外,如果没有关于数据标签的先前信息,则无法保证由聚类算法发现的分区自动提取数据中存在的相关信息。本文提出了一种新的图形聚类算法,它根据基于聚类趋势连接的验证度量自动定义了基于聚类趋势的群集数量。根据计算结果,新算法能够有效地查找完整图形的图形聚类分区。

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