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Tolerance Methods in Graph Clustering: Application to Community Detection in Social Networks

机译:图聚类中的公差方法:在社交网络社区检测中的应用

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This article introduces a novel approach to graph clustering based on tolerance spaces. From a graph theory perspective, a community is considered as a group or cluster of nodes with interconnections between them. The proposed approach to community detection uses a tolerance relation which provides a mechanism for clustering objects (nodes or vertices of a graph) into groups termed as tolerance classes inspired by near set theory. The proposed tolerance-based community detection (TCD) algorithm uses the shortest path as the distance function for creating tolerance classes, where a tolerance class represents members of the same community. For parameter selection, an objective function based on two well-known quality functions, modularity and coverage, is used. To demonstrate the robustness of the proposed method, sensitivity analysis of the parameters is given. The effectiveness of the TCD algorithm has been demonstrated by testing it on four real-world data sets. Experimental results include the comparison of the TCD algorithm with four other methods. TCD was able to achieve the best results with two data sets. The contribution of this work is a new tolerance-based method for community detection in social networks.
机译:本文介绍了一种新的基于公差空间的图聚类方法。从图论的角度来看,社区被视为节点之间的一组或一组节点。提出的社区检测方法使用了容差关系,该关系提供了一种将对象(图形的节点或顶点)聚类为组的机制,这些组被称为受近集理论启发的容忍度类。提出的基于容忍度的社区检测(TCD)算法使用最短路径作为距离函数来创建容忍度等级,其中容忍度等级代表同一社区的成员。对于参数选择,使用了基于两个众所周知的质量函数(模块性和覆盖率)的目标函数。为了证明该方法的鲁棒性,给出了参数的敏感性分析。通过在四个实际数据集上进行测试,证明了TCD算法的有效性。实验结果包括将TCD算法与其他四种方法进行比较。 TCD可以通过两个数据集获得最佳结果。这项工作的贡献是在社交网络中基于新的基于容差的社区检测方法。

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