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Anomalous subgraph detection via Sparse Principal Component Analysis

机译:通过稀疏主成分分析检测异常子图

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摘要

Network datasets have become ubiquitous in many fields of study in recent years. In this paper we investigate a problem with applicability to a wide variety of domains — detecting small, anomalous subgraphs in a background graph. We characterize the anomaly in a subgraph via the well-known notion of network modularity, and we show that the optimization problem formulation resulting from our setup is very similar to a recently introduced technique in statistics called Sparse Principal Component Analysis (Sparse PCA), which is an extension of the classical PCA algorithm. The exact version of our problem formulation is a hard combinatorial optimization problem, so we consider a recently introduced semidefinite programming relaxation of the Sparse PCA problem. We show via results on simulated data that the technique is very promising.
机译:近年来,网络数据集已在许多研究领域中变得无处不在。在本文中,我们研究了适用于广泛领域的问题-在背景图中检测小的异常子图。我们通过众所周知的网络模块化概念在子图中描述异常,并且我们发现,由我们的设置产生的优化问题公式与统计中最近引入的称为稀疏主成分分析(Sparse PCA)的技术非常相似。是经典PCA算法的扩展。问题表达的确切版本是一个困难的组合优化问题,因此我们考虑了最近引入的稀疏PCA问题的半定编程松弛。通过对模拟数据的结果表明,该技术非常有前途。

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