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Autori principali: Yang, Jie, Zhang, Rui, Cheng, Ziyang, Cheng, Dawei, Yang, Guang, Wang, Bo
Natura: Preprint
Pubblicazione: 2025
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Accesso online:https://arxiv.org/abs/2512.18133
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author Yang, Jie
Zhang, Rui
Cheng, Ziyang
Cheng, Dawei
Yang, Guang
Wang, Bo
author_facet Yang, Jie
Zhang, Rui
Cheng, Ziyang
Cheng, Dawei
Yang, Guang
Wang, Bo
contents Nowadays, Graph Fraud Detection (GFD) in financial scenarios has become an urgent research topic to protect online payment security. However, as organized crime groups are becoming more professional in real-world scenarios, fraudsters are employing more sophisticated camouflage strategies. Specifically, fraudsters disguise themselves by mimicking the behavioral data collected by platforms, ensuring that their key characteristics are consistent with those of benign users to a high degree, which we call Adaptive Camouflage. Consequently, this narrows the differences in behavioral traits between them and benign users within the platform's database, thereby making current GFD models lose efficiency. To address this problem, we propose a relation diffusion-based graph augmentation model Grad. In detail, Grad leverages a supervised graph contrastive learning module to enhance the fraud-benign difference and employs a guided relation diffusion generator to generate auxiliary homophilic relations from scratch. Based on these, weak fraudulent signals would be enhanced during the aggregation process, thus being obvious enough to be captured. Extensive experiments have been conducted on two real-world datasets provided by WeChat Pay, one of the largest online payment platforms with billions of users, and three public datasets. The results show that our proposed model Grad outperforms SOTA methods in both various scenarios, achieving at most 11.10% and 43.95% increases in AUC and AP, respectively. Our code is released at https://github.com/AI4Risk/antifraud and https://github.com/Muyiiiii/WWW25-Grad.
format Preprint
id arxiv_https___arxiv_org_abs_2512_18133
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Grad: Guided Relation Diffusion Generation for Graph Augmentation in Graph Fraud Detection
Yang, Jie
Zhang, Rui
Cheng, Ziyang
Cheng, Dawei
Yang, Guang
Wang, Bo
Machine Learning
Artificial Intelligence
Cryptography and Security
H.2.8; G.2.2
Nowadays, Graph Fraud Detection (GFD) in financial scenarios has become an urgent research topic to protect online payment security. However, as organized crime groups are becoming more professional in real-world scenarios, fraudsters are employing more sophisticated camouflage strategies. Specifically, fraudsters disguise themselves by mimicking the behavioral data collected by platforms, ensuring that their key characteristics are consistent with those of benign users to a high degree, which we call Adaptive Camouflage. Consequently, this narrows the differences in behavioral traits between them and benign users within the platform's database, thereby making current GFD models lose efficiency. To address this problem, we propose a relation diffusion-based graph augmentation model Grad. In detail, Grad leverages a supervised graph contrastive learning module to enhance the fraud-benign difference and employs a guided relation diffusion generator to generate auxiliary homophilic relations from scratch. Based on these, weak fraudulent signals would be enhanced during the aggregation process, thus being obvious enough to be captured. Extensive experiments have been conducted on two real-world datasets provided by WeChat Pay, one of the largest online payment platforms with billions of users, and three public datasets. The results show that our proposed model Grad outperforms SOTA methods in both various scenarios, achieving at most 11.10% and 43.95% increases in AUC and AP, respectively. Our code is released at https://github.com/AI4Risk/antifraud and https://github.com/Muyiiiii/WWW25-Grad.
title Grad: Guided Relation Diffusion Generation for Graph Augmentation in Graph Fraud Detection
topic Machine Learning
Artificial Intelligence
Cryptography and Security
H.2.8; G.2.2
url https://arxiv.org/abs/2512.18133