基于对抗损失的GNN结构在加密欺诈检测中的时间去偏

Aditya Singh, Anubhav Gupta, H. Wadhwa, Siddhartha Asthana, Ankur Arora
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引用次数: 5

摘要

加密货币在支付领域的巨大崛起释放了巨大的机会,但同时也带来了许多挑战,涉及网络犯罪活动,如洗钱、恐怖主义融资、非法和高风险服务等,由于其匿名和分散的设置。随着越来越多的金融机构希望将其纳入其网络,建立一个更透明、更能适应此类活动的加密货币网络的需求已经大幅上升。虽然已经开发了大量传统的机器学习和基于图的深度学习技术来检测加密货币交易网络中的非法活动,但在未来时间步上泛化和鲁棒模型性能的挑战仍然存在。在本文中,我们证明了在数据集(椭圆数据集)中提供的事务特征集上学习的模型具有时间偏差,即它们高度依赖于它们发生的时间步长。部署时间偏差模型限制了它们在未来时间步骤上的性能。为了解决这个问题,我们提出了一种基于GNN架构的时间去偏技术,该技术通过在欺诈分类和时间分类之间进行对抗性学习来确保泛化。构建的对抗损失优化了嵌入,以确保它们1.)在欺诈分类任务上表现良好;2.)不包含时间偏差。所建议的体系结构捕获随时间保持一致的底层欺诈模式。我们在Elliptic数据集上评估了我们提出的架构的性能,并将性能与现有的机器学习和基于图的架构进行了比较。在这篇文章中,欺诈和非法交替使用
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Temporal Debiasing using Adversarial Loss based GNN architecture for Crypto Fraud Detection
The tremendous rise of cryptocurrency in the payment domain has unlocked huge opportunities but also raised numerous challenges in parallel involving cybercriminal activities like money laundering, terrorist financing, illegal and risky services, etc, owing to its anonymous and decentralized setup. The demand for building a more transparent cryptocurrency network, resilient to such activities, has risen extensively as more financial institutions look to incorporate it into their network. While a plethora of traditional machine learning and graph based deep learning techniques have been developed to detect illicit activities in a cryptocurrency transaction network, the challenge of generalization and robust model performance on future timesteps still exists. In this paper, we show that the model learned on transactional feature set provided in dataset (Elliptic Dataset) carry a temporal bias, i.e. they are highly dependent on the timesteps they occur. Deploying temporally biased models limits their performance on future timesteps. To address this, we propose a temporal debiasing technique using GNN based architecture that ensures generalization by adversarially learning between fraud 1 classification and temporal classification. The adversarial loss constructed optimizes the embeddings to ensure they 1.) perform well on fraud classification task 2.) does not contain temporal bias. The proposed architecture capture the underlying fraud patterns that remain consistent over time. We evaluate the performance of our proposed architecture on the Elliptic dataset and compare the performance with existing machine learning and graph-based architectures.1Fraud and illicit are used interchangeably in this paper
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