基于多目标优化的多层网络中心性异常检测

A. Maulana, M. Atzmueller
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引用次数: 8

摘要

复杂网络上的异常检测越来越受到重视,例如发现非法金融交易,或者通过分析社交网络数据来理解人们的行为。本文提出了一种识别和发现复杂网络异常的新方法。具体来说,它针对多层次的社会网络数据,旨在发现网络中某些(组)节点的异常行为。该方法首先测量多层网络中每层所有节点的中心性,然后应用基于最小化的全枚举多目标优化,得到Pareto Front。同时优化的目标函数是网络中每一层的中心性,因此目标函数的个数就是一个多层网络的现有层数。在Pareto Front确定后,使用新的ACE-Score将Pareto Front中的节点集作为查找可疑异常节点集的基础。ACE-Score是通过考虑第i层节点的中心性、该层中心性的平均值、标准差和每层的边密度来计算的。高ace分数则表明候选异常节点。我们在生成的合成网络和现实世界的复杂网络上对该方法进行了评估,证明了该方法的有效性。我们提出的方法的一个关键特征是它的可解释性和可解释性,因为我们可以直接评估相对于网络拓扑的异常节点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Centrality-Based Anomaly Detection on Multi-Layer Networks Using Many-Objective Optimization
Anomaly detection on complex network is receiving increasing attention, e. g., for finding illegal financial transactions, or for understanding the behavior of people via analyzing social network data. This paper presents a novel method for recognizing and finding anomalies in complex networks. Specifically, it targets multi-layer social network data aiming at finding abnormal behavior of some (groups of) nodes in the network. The method starts by measuring the centrality of all nodes in each layer of the multi-layer network, continues by applying many-objective optimization with full enumeration based on minimization, and obtains the Pareto Front. Objective functions to be optimized simultaneously are the centrality of each layer in the network and thus, the number of objective function are the numbers of existing layers of a multi-layer networks. After the Pareto Front settles, the set of nodes in the Pareto Front are considered as a basis for finding the set of suspected anomaly nodes, using the novel ACE-Score. The ACE-Score is calculated by considering the centrality of a node in the i - th layer, the mean of the centrality in that layer, the standard deviation, and the edge density of each layer. A high ACE-Score then indicates candidate anomalous nodes. We evaluate the approach on generated synthetic network as well as real-world complex networks, demonstrating the effectiveness of the proposed approach. A key feature of our proposed approach is its interpretability and explainability, since we can directly assess anomalous nodes with respect to the network topology.
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