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首页> 外文期刊>Modern Physics Letters, B. Condensed Matter Physics, Statistical Physics, Applied Physics >COMMUNITY DETECTION IN SOCIAL NETWORKSEMPLOYING COMPONENT INDEPENDENCY
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COMMUNITY DETECTION IN SOCIAL NETWORKSEMPLOYING COMPONENT INDEPENDENCY

机译:社交网络成员独立性中的社区检测

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摘要

Many networks, including social and biological networks, are naturally divided into com-munities. Community detection is an important task when discovering the underlyingstructure in networks. GN algorithm is one of the most influential detection algorithmsbased on betweenness scores of edges, but it is computationally costly, as all betweennessscores need to be repeatedly computed once an edge is removed. This paper presentsan algorithm which is also based on betweenness scores but more than one edge can beremoved when all betweenness scores have been computed. This method is motivated bythe following considerations: many components, divided from networks, are independentof each other in their recalculation of betweenness scores and their split into smaller com-ponents. It is shown that this method is fast and effective through theoretical analysisand experiments with several real data sets, which have acted as test beds in many re-lated works. Moreover, the version of this method with the minor adjustments allows forthe discovery of the communities surrounding a given node without having to computethe full community structure of a graph.
机译:许多网络,包括社会和生物网络,自然分为社区。发现网络中的底层结构时,社区检测是一项重要任务。 GN算法是最有影响力的基于边缘中间度得分的检测算法之一,但是它的计算成本很高,因为一旦去除边缘,就需要重复计算所有中间度得分。本文提出了一种算法,该算法也基于中间性得分,但是在计算所有中间性得分后,可以去除多个边缘。此方法是出于以下考虑:从网络中分离出来的许多组件在重新计算中间评分以及将其拆分为较小的组件时彼此独立。结果表明,该方法通过理论分析和实际数据集实验,是快速,有效的方法,并在许多相关工作中作为试验台。此外,该方法的版本经过细微调整,可以发现给定节点周围的社区,而不必计算图的完整社区结构。

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