Coupled-Space Attacks against Random-Walk-based Anomaly Detection
Yuni Lai, Marcin Waniek, Liying Li, Jingwen Wu, Yulin Zhu, Tomasz P., Michalak, Talal Rahwan, Kai Zhou

TL;DR
This paper investigates the vulnerability of Random Walks-based Anomaly Detection to coupled-space attacks, proposing new attack strategies and demonstrating their effectiveness through comprehensive experiments.
Contribution
It introduces the first practical coupled-space attack framework against RWAD, including complexity analysis, bi-level optimization formulation, and attack strategies.
Findings
Proposed attacks effectively reduce anomaly scores of target nodes.
Graph-guided feature attacks outperform standalone attacks.
Attacks remain effective in black-box transfer scenarios.
Abstract
Random Walks-based Anomaly Detection (RWAD) is commonly used to identify anomalous patterns in various applications. An intriguing characteristic of RWAD is that the input graph can either be pre-existing or constructed from raw features. Consequently, there are two potential attack surfaces against RWAD: graph-space attacks and feature-space attacks. In this paper, we explore this vulnerability by designing practical coupled-space attacks, investigating the interplay between graph-space and feature-space attacks. To this end, we conduct a thorough complexity analysis, proving that attacking RWAD is NP-hard. Then, we proceed to formulate the graph-space attack as a bi-level optimization problem and propose two strategies to solve it: alternative iteration (alterI-attack) or utilizing the closed-form solution of the random walk model (cf-attack). Finally, we utilize the results from the…
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Taxonomy
TopicsNetwork Security and Intrusion Detection · Anomaly Detection Techniques and Applications · Complex Network Analysis Techniques
