基于重力的大规模社交网络社区检测算法

Ming-Ray Liao, Yuanyuan Liang, Rui Wang
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引用次数: 1

摘要

社区是社会网络中紧密相连的节点群。检测社区结构可以帮助我们了解他们的网络特征。大多数流行的算法都是基于模块化优化的,例如SLM算法。SLM算法可以检测到不重叠的社区。然而,现实世界网络中的社区也会重叠,因为节点可能属于多个集群。一些模型如BIGCLAM算法可以用于发现重叠的社区结构,但在大规模网络中运行社区检测算法存在一些问题。本文提出了一种受星系演化理论启发的基于引力的新算法(GBA)。GBA算法基于牛顿万有引力定律来模拟群落的进化过程。它包括AGB算法和AFMG算法。采用AGB算法检测社团结构,找到中心社团。使用AFMG算法求出社团的最大重力。实验结果表明,该算法可以在数千万个节点的大规模网络中检测到重叠的社区,发现网络的良好分区,并且比比较的方法快两到三个数量级。
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The Gravitation-based Algorithm for Community Detecting in Large-scale Social Networks
Communities are clusters of closely connected nodes in a social network. Detecting community structure can help us understand their network characteristics. Most popular algorithms are based on modularity optimization, such as the SLM algorithm. The SLM algorithm can detect non-overlapping communities. However, communities in real-world networks also overlap as nodes maybe belong to multiple clusters. Some models such as the BIGCLAM algorithm can be used to discover the overlapping community structure, but it has some problems in running community detection algorithms on large-scale networks. In this paper, we present a novel gravitation-based algorithm (GBA) which is inspired by the theory of galaxy evolution. The GBA algorithm is based on Newton's law of universal gravitation to simulate the process of community evolution. It includes the AGB algorithm and the AFMG algorithm. The AGB algorithm is used to detect community structure and find the center community. The AFMG algorithm is used to find the max gravity of the community. The experimental results show that our algorithm can detect overlapping communities in large-scale networks of tens millions of nodes, uncover good partitions of networks and are faster than compared methods by two to three orders of magnitude.
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