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Finding Frequent Subgraphs in Longitudinal Social Network Data Using a Weighted Graph Mining Approach

机译:使用加权图挖掘方法在纵向社交网络数据中找到频繁的子图

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摘要

The mining of social networks entails a high degree of computational complexity. This complexity is exacerbate when considering longitudinal social network data. To address this complexity issue three weighting schemes are proposed in this paper. The fundamental idea is to reduce the complexity by considering only the most significant nodes and links. The proposed weighting schemes have been incorporated into the weighted variations and extensions of the well established gSpan frequent subgraph mining algorithm. The focus of the work is the cattle movement network found in Great Britain. A complete evaluation of the proposed approaches is presented using this network. In addition, the utility of the discovered patterns is illustrated by constructing a sequential data set to which a sequential mining algorithm can be applied to capturing the changes in "behavior" represented by a network.
机译:社交网络的采矿需要高度的计算复杂性。考虑纵向社交网络数据时,这种复杂性加剧了。为了解决这种复杂性,本文提出了三个加权方案。基本思想是通过考虑只考虑最重要的节点和链接来降低复杂性。所提出的加权方案已被纳入到建立的GSPAN频繁子图挖掘算法的加权变化和延伸中。工作的重点是在英国发现的牛运动网。使用此网络介绍了对所提出的方法的完整评估。另外,通过构造顺序数据集来说明所发现模式的效用,以便应用顺序挖掘算法以捕获由网络表示的“行为”的变化。

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