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A Generalized Framework for Detecting Social Network Communities by the Scanning Method

机译:通过扫描方法检测社交网络社区的广义框架

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With the popularity of social media, recognizing and analyzing social network patterns have become important issues. A society offers a wide variety of possible communities, such as schools, families, firms and many others. The study and detection of these communities have been popular among business and social science researchers. Under the Poisson random graph assumption, the scan statistics have been verified as a useful tool to determine the statistical significance of both structure and attribute clusters in networks. However, the Poisson random graph assumption may not be fulfilled in all networks. In this paper, we first generalize the scan statistics by considering the individual diversity of each edge. Then we construct the random connection probability model and the logit model, and demonstrate the effectiveness of the generalized method. Simulation studies show that the generalized method has better detection when compared to the existing methods.
机译:随着社交媒体的普及,认识和分析社交网络模式已成为重要问题。社会提供各种各样的社区,如学校,家庭,公司和许多其他人。这些社区的研究和检测在商业和社会科学研究人员中受到欢迎。在泊松随机图假设下,扫描统计信息已被验证为一个有用的工具,以确定网络中结构和属性集群的统计学意义。但是,泊松随机图假设在所有网络中都不属于。在本文中,我们首先考虑每个边缘的各个多样性来概括扫描统计数据。然后我们构建随机连接概率模型和Logit模型,并证明了广义方法的有效性。仿真研究表明,与现有方法相比,广义方法具有更好的检测。

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