归属复用网络中异常邻域的排序与发现

Monika Bansal, Dolly Sharma
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引用次数: 8

摘要

属性复用网络是一组属性网络,其中每个网络代表同一组节点之间不同类型的交互。单个网络被称为层或维度,网络节点用属性向量来表征。一般来说,邻域指的是任何密集连通子图。我们称neighbord1为在图节点及其邻居上产生的子图。在多层网络中,除了一些异常值[18]外,大多数节点只在少数层上活动。然而,节点活动并不严格与节点中发生的边相关。一个节点可能在具有相对较多的关联边的几层中处于活动状态,同时,多活动节点即使在单层上也可能没有很多链路。此外,在复用网络中,每一层的重要性各不相同,这些复用节点在每一层上形成的邻域的结构和大小也不同。在属性复用网络中,具有不同属性的节点聚集在不同的层上。在识别属性复用网络中的异常邻域时,应考虑节点和层的异质性。因此,需要一种度量来量化不同层上活动节点形成的邻域的质量。现有的方法没有考虑网络层之间的异质性,只对每一层或其聚合网络的网络结构进行单独量化,而忽略了节点的属性。在这项工作中,我们定义了一种新的质量度量Multi-Normality,它利用了每一层的结构和属性,并检测了层间邻域的属性相干性。我们还提出了一种耗尽多正态性来识别多路网络中的异常邻域的算法,并将其命名为多路网络中实体邻域的异常检测(ADENMN)。在Amazon、YouTube、Noordin顶级恐怖分子网络、DBLP_C和Aarhus等5个真实世界的归因多路网络上,将该算法与现有的ADOMS、AMM和AGG+AD三种基线方法进行性能比较,评估了该算法在异常检测方面的有效性。实验结果表明,多正态性算法优于基线算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Ranking and Discovering Anomalous Neighborhoods in Attributed Multiplex Networks
The attributed multiplex network is a set of attributed networks in which each network represents a different type of interaction between the same set of nodes. Individual networks are termed as layers or dimensions and network nodes are characterized by attribute vectors. Neighborhood, in general, refers to any dense connected subgraph. We refer neighborhood1 as subgraph induced on graph node and its neighbors. It is usually observed that majority of the nodes in multilayer networks are active only on small number of layers except some outliers [18]. However, node activity is not strictly correlated to the edges incident in a node. A node might be active at few layers with relatively large number of incident edges and at the same time, multi-active node might not have many links even on single layer. Moreover, each layer has distinct importance in the multiplex networks2 and the structure and size of neighborhood formed by these multiplex nodes are different on each layer. Nodes with different attributes come together on different layers in the attributed multiplex networks. This node and layer heterogeneity should be considered while identifying anomalous neighborhoods in the attributed multiplex networks. Thus, a measure is required to quantify the quality of neighborhoods formed by active nodes on different layers. Existing approaches do not consider heterogeneity among network layers and do quantify the structure of networks either separately for each layer or its aggregated network and ignore the attributes of nodes. In this work, we define a novel quality measure Multi-Normality which utilizes the structure and attributes together of each layer and detect attribute coherence in neighborhoods between layers. We also propose an algorithm exhausting multi-normality to identify anomalous neighborhoods in multiplex networks and is named as Anomaly Detection of Entity Neighborhoods in Multiplex Networks (ADENMN). We evaluate the effectiveness of the proposed algorithm in anomaly detection by comparing its performance with three existing baseline approaches including ADOMS, AMM and AGG+AD on five real-world attributed multiplex networks including Amazon, YouTube, Noordin top terrorist network, DBLP_C, and Aarhus. The results of experiments demonstrate that multi-normality outperforms baseline algorithms.
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