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Graph Community Discovery Algorithms in Neo4j with a Regularization-based Evaluation Metric

机译:neo4j中的图形社区发现算法,基于正则化评估度量

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Community discovery is central to social network analysis as it provides a natural way for decomposing a social graph to smaller ones based on the interactions among individuals. Communities do not need to be disjoint and often exhibit recursive structure. The latter has been established as a distinctive characteristic of large social graphs, indicating a modularity in the way humans build societies. This paper presents the implementation of four established community discovery algorithms in the form of Neo4j higher order analytics with the Twitter4j Java API and their application to two real Twitter graphs with diverse structural properties. In order to evaluate the results obtained from each algorithm a regularization-like metric, balancing the global and local graph self-similarity akin to the way it is done in signal processing, is proposed.
机译:社区发现是社交网络分析的核心,因为它提供了一种基于个人之间的互动来分解社会图的自然方式。社区不需要不相交,并且通常表现出递归结构。后者已被建立为大型社会图表的独特特征,表明人类建立社会的方式模块化。本文介绍了Neo4J高阶分析形式的四个建立的社区发现算法,与Twitter4J Java API及其应用于具有不同结构特性的两个真实的Twitter图形。为了评估从每种算法获得的结果,提出了平衡全局和本地图形自我相似性,类似于其在信号处理中所做的方式。

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