论文标题

以三角形为导向的社区检测考虑节点特征和网络拓扑

Triangle-oriented Community Detection considering Node Features and Network Topology

论文作者

Gao, Guangliang, Liang, Weichao, Yuan, Ming, Qian, Hanwei, Wang, Qun, Cao, Jie

论文摘要

在归因网络中,共同使用节点功能和网络拓扑来检测社区被称为社区检测。沿该线路的大多数现有工作都是通过目标功能优化进行的,并提出了许多方法。但是,它们倾向于仅关注较低的细节,即从节点和边缘视图中捕获节点特征和网络拓扑,纯粹寻求更高的优化程度,以确保所建立的社区的质量,这加剧了社区不平衡的社区和自由骑士效应。为了进一步阐明和揭示网络的内在性质,我们考虑了以节点特征和网络拓扑为导向三角的社区检测。具体而言,我们首先引入一个基于三角形的质量指标,以保留节点功能和网络拓扑的高阶细节,然后制定所谓的两级约束,以编码节点特征和网络拓扑的低阶细节。最后,我们开发了一个本地搜索框架,基于优化我们的目标函数,该目标功能由提议的质量指标和两级约束组成,以实现属性网络中的非重叠和重叠的社区检测。广泛的实验证明了我们框架的有效性和效率及其在减轻不平衡社区和自由骑士效果方面的潜力。

The joint use of node features and network topology to detect communities is called community detection in attributed networks. Most of the existing work along this line has been carried out through objective function optimization and has proposed numerous approaches. However, they tend to focus only on lower-order details, i.e., capture node features and network topology from node and edge views, and purely seek a higher degree of optimization to guarantee the quality of the found communities, which exacerbates unbalanced communities and free-rider effect. To further clarify and reveal the intrinsic nature of networks, we conduct triangle-oriented community detection considering node features and network topology. Specifically, we first introduce a triangle-based quality metric to preserve higher-order details of node features and network topology, and then formulate so-called two-level constraints to encode lower-order details of node features and network topology. Finally, we develop a local search framework based on optimizing our objective function consisting of the proposed quality metric and two-level constraints to achieve both non-overlapping and overlapping community detection in attributed networks. Extensive experiments demonstrate the effectiveness and efficiency of our framework and its potential in alleviating unbalanced communities and free-rider effect.

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