大海捞针:用于支付系统异常检测的机器学习框架

Q1 Mathematics
Ajit Desai , Anneke Kosse , Jacob Sharples
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引用次数: 0

摘要

我们提出了一个灵活的机器学习(ML)框架,用于高价值支付系统(HVPS)的实时交易监控,这是一个国家金融基础设施的核心,也是金融稳定的组成部分。系统操作员和监督者可以使用该框架来检测异常交易,如果由网络攻击或操作中断引起而未被发现,则可能对HVPS,其参与者和更广泛的金融系统产生严重影响。鉴于HVPS中每天结算的大量付款和实际异常交易的稀缺性,检测异常就像大海捞针。因此,我们的框架采用分层方法来管理大量支付并隔离潜在的异常情况。在第一层,使用监督ML算法来识别和区分“典型”支付和“不寻常”支付。在第二层,只有“不寻常”的支付才会通过无监督的机器学习算法进行异常检测。我们使用来自加拿大HVPS的人为操纵的交易和支付数据来测试这个框架。第一层使用的ML算法实现了93%的检测率,比常用的计量模型有了显著的提高。第二层使用的ML算法将人为操纵的交易标记为原始交易的近两倍,证明了其有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Finding a needle in a haystack: A machine learning framework for anomaly detection in payment systems
We propose a flexible machine learning (ML) framework for real-time transaction monitoring in high-value payment systems (HVPS), which are central to a country’s financial infrastructure and integral to financial stability. This framework can be used by system operators and overseers to detect anomalous transactions, which—if caused by a cyber attack or an operational outage and left undetected—could have serious implications for the HVPS, its participants and the financial system more broadly. Given the high volume of payments settled each day and the scarcity of actual anomalous transactions in HVPS, detecting anomalies resembles finding a needle in a haystack. Therefore, our framework employs a layered approach to manage the high volume of payments and isolate potential anomalies. In the first layer, a supervised ML algorithm is used to identify and separate ‘typical’ payments from ‘unusual’ payments. In the second layer, only the ‘unusual’ payments are run through an unsupervised ML algorithm for anomaly detection. We test this framework using artificially manipulated transactions and payments data from the Canadian HVPS. The ML algorithm employed in the first layer achieves a detection rate of 93 %, marking a significant improvement over commonly-used econometric models. The ML algorithm used in the second layer marks the artificially manipulated transactions as nearly twice as suspicious as the original transactions, proving its effectiveness.
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来源期刊
Journal of Finance and Data Science
Journal of Finance and Data Science Mathematics-Statistics and Probability
CiteScore
3.90
自引率
0.00%
发文量
15
审稿时长
30 days
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