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Effective High-order Graph Representation Learning for Credit Card Fraud Detection

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arxiv 2503.01556 v1 pith:34XHHNHR submitted 2025-03-03 cs.LG cs.AI

classification cs.LGcs.AI
keywords fraudhigh-orderlearningdetectionhogrlemphgraphmulti-layer
verification ladder T0 review T1 audit T2 compute T3 formal
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Credit card fraud imposes significant costs on both cardholders and issuing banks. Fraudsters often disguise their crimes, such as using legitimate transactions through several benign users to bypass anti-fraud detection. Existing graph neural network (GNN) models struggle with learning features of camouflaged, indirect multi-hop transactions due to their inherent over-smoothing issues in deep multi-layer aggregation, presenting a major challenge in detecting disguised relationships. Therefore, in this paper, we propose a novel High-order Graph Representation Learning model (HOGRL) to avoid incorporating excessive noise during the multi-layer aggregation process. In particular, HOGRL learns different orders of \emph{pure} representations directly from high-order transaction graphs. We realize this goal by effectively constructing high-order transaction graphs first and then learning the \emph{pure} representations of each order so that the model could identify fraudsters' multi-hop indirect transactions via multi-layer \emph{pure} feature learning. In addition, we introduce a mixture-of-expert attention mechanism to automatically determine the importance of different orders for jointly optimizing fraud detection performance. We conduct extensive experiments in both the open source and real-world datasets, the result demonstrates the significant improvements of our proposed HOGRL compared with state-of-the-art fraud detection baselines. HOGRL's superior performance also proves its effectiveness in addressing high-order fraud camouflage criminals.

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  1. Bridging Cognitive Neuroscience and Graph Intelligence: Hippocampus-Inspired Multi-View Hypergraph Learning for Web Finance Fraud

    cs.LG 2026-01 conditional novelty 4.0 of 10

    HIMVH, a hippocampus-inspired multi-view hypergraph model, reports new state-of-the-art results on six web-finance fraud datasets with average AUC/F1/AP gains of 6.42%/9.74%/39.14% over 15 baselines.

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