CubeFlow: Money Laundering Detection with Coupled Tensors
Xiaobing Sun, Jiabao Zhang, Qiming Zhao, Shenghua Liu, Jinglei Chen,, Ruoyu Zhuang, Huawei Shen, Xueqi Cheng

TL;DR
CubeFlow introduces a scalable tensor-based method that models transaction data as coupled tensors, effectively detecting money laundering by capturing transfer chains and outperforming existing approaches.
Contribution
It presents a novel flow-based approach using coupled tensors and a multi-attribute metric for accurate detection of money laundering activities.
Findings
Outperforms state-of-the-art baselines in synthetic data
Effective in real-world transaction datasets
Accurately reveals transfer chains in money laundering
Abstract
Money laundering (ML) is the behavior to conceal the source of money achieved by illegitimate activities, and always be a fast process involving frequent and chained transactions. How can we detect ML and fraudulent activity in large scale attributed transaction data (i.e.~tensors)? Most existing methods detect dense blocks in a graph or a tensor, which do not consider the fact that money are frequently transferred through middle accounts. CubeFlow proposed in this paper is a scalable, flow-based approach to spot fraud from a mass of transactions by modeling them as two coupled tensors and applying a novel multi-attribute metric which can reveal the transfer chains accurately. Extensive experiments show CubeFlow outperforms state-of-the-art baselines in ML behavior detection in both synthetic and real data.
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Taxonomy
TopicsTensor decomposition and applications · Crime, Illicit Activities, and Governance · Algorithms and Data Compression
