Improving Louvain Algorithm by Leveraging Cliques for Community Detection

Elaf Adel Abbas, H. N. Nawaf
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引用次数: 2

Abstract

Community detection is one of the most important fields that help us in understand and analyze the structure of social networks. It is a tool to identify closely related groups in terms of social relations or common interests. In fact, community detection can be applied in social media, web clients, or e-commerce. For this purpose, the traditional Louvain algorithm is used for community detection as a suitable algorithm, since it provides fast, efficient and robust community detection on large static networks. However, the high computing complexity of this algorithm is a motivation of this work. Initially, the existing cliques and the other nodes which have not included in cliques are considered as separated communities instead of considering each node in the network is a community as in the traditional method, then the gain of integrating neighboring communities is calculated. A specific research methodology is followed to ensure that the work is rigorous in achieving the aim of the work. In synthetic and real-world data, the traditional and improved algorithms had to be applied to record the results, then analyze them. Experimentally, the results prove the execution time has reduced if it is compared with the traditional algorithm while preserving the quality of partitions at the same time somewhat.
利用派系进行社区检测的Louvain算法改进
社区检测是帮助我们理解和分析社会网络结构的重要领域之一。它是一种识别在社会关系或共同利益方面密切相关的群体的工具。事实上,社区检测可以应用于社交媒体、网络客户端或电子商务。因此,传统的Louvain算法作为一种合适的社区检测算法,可以在大型静态网络中提供快速、高效、鲁棒的社区检测。然而,该算法的高计算复杂度是这项工作的一个动机。与传统方法将网络中的每个节点视为一个社团不同,该方法首先将现有社团和未加入社团的其他节点视为独立社团,然后计算相邻社团的积分增益。具体的研究方法是遵循,以确保工作是严格的,以实现工作的目标。在合成和真实世界的数据中,必须应用传统和改进的算法来记录结果,然后对其进行分析。实验结果表明,与传统算法相比,该算法在一定程度上保证了分区质量的同时,减少了执行时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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