使用机器学习检测金融交易欺诈:审计师的多重本福德定律模型

Doni Wiryadinata, Aris Sugiharto, Tarno Tarno
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引用次数: 0

摘要

背景:金融交易中的欺诈行为是组织腐败问题的根源。检测欺诈行为变得越来越复杂和具有挑战性。因此,审计人员需要精确的分析工具来检测欺诈。利用K-Means聚类算法对金融交易数据进行分组,可以提高应用Benford定律进行最优欺诈检测的效率。目的:本研究旨在引入多重本福德定律模型对数据进行分析,揭示被审计单位财务交易中潜在的隐性欺诈。使用K-Means聚类算法将数据分为低、中、高交易值。随后,在专门的欺诈分析工具中,通过多重本福德定律模型对其进行重新分析。方法:本研究采用针对公共部门组织设计的多重本福德定律模型的实验程序。将工具包生成的可疑欺诈分析与审计报告中报告的实际情况进行比较。利用欧几里得距离方程制备了金融交易数据集,并将其分为三个不同的簇。这些聚类中的数据使用本福德定律进行分析,将第一个数字出现的频率与基于本福德定律的预期频率进行比较。超过±5%的显著偏差被认为是审计中进一步审查的潜在领域。此外,通过将分析结果与授权审计组织报告中提出的调查结果进行交叉对照,验证了分析的有效性。结果:开发的多个本福德定律模型被纳入审计工具包,以基于本福德定律的自动计算。此外,使用K-Means聚类算法将数据集分类为代表低、中、高价值交易数据的三个聚类。应用本福德定律的结果显示,欺诈检测的可能性为40.00%。然而,当使用多重本福德定律模型并将数据分为三类时,欺诈检测准确率提高到93.33%。审计报告的对比结果与发现的实际事件或事实的一致性为75.00%。结论:在审计工具包中使用多重本福德定律模型大大提高了发现金融交易中潜在欺诈的准确性。通过审计报告确认已发现的舞弊行为与已发现的财务交易之间的一致性。关键词:欺诈检测,本福德定律,k均值聚类,审计工具包,欺诈行为
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The Use of Machine Learning to Detect Financial Transaction Fraud: Multiple Benford Law Model for Auditors
Background: Fraud in financial transaction is at the root of corruption issues recorded in organization. Detecting fraud practices has become increasingly complex and challenging. As a result, auditors require precise analytical tools for fraud detection. Grouping financial transaction data using K-Means Clustering algorithm can enhance the efficiency of applying Benford Law for optimal fraud detection. Objective: This study aimed to introduce Multiple Benford Law Model for the analysis of data to show potential concealed fraud in the audited organization financial transaction. The data was categorized into low, medium, and high transaction values using K-Means Clustering algorithm. Subsequently, it was reanalyzed through Multiple Benford Law Model in a specialized fraud analysis tool. Methods: In this study, the experimental procedures of Multiple Benford Law Model designed for public sector organizations were applied. The analysis of suspected fraud generated by the toolkit was compared with the actual conditions reported in audit report. The financial transaction dataset was prepared and grouped into three distinct clusters using the Euclidean distance equation. Data in these clusters was analyzed using Benford Law, comparing the frequency of the first digit’s occurrence to the expected frequency based on Benford Law. Significant deviations exceeding ±5% were considered potential areas for further scrutiny in audit. Furthermore, the analysis were validated by cross-referencing the result with the findings presented in the authorized audit organization report. Results: Multiple Benford Law Model developed was incorporated into an audit toolkit to automated calculations based on Benford Law. Furthermore, the datasets were categorized using K-Means Clustering algorithm into three clusters representing low, medium, and high-value transaction data. Results from the application of Benford Law showed a 40.00% potential for fraud detection. However, when using Multiple Benford Law Model and dividing the data into three clusters, fraud detection accuracy increased to 93.33%. The comparative results in audit report indicated a 75.00% consistency with the actual events or facts discovered. Conclusion: The use of Multiple Benford Law Model in audit toolkit substantially improved the accuracy of detecting potential fraud in financial transaction. Validation through audit report showed the conformity between the identified fraud practices and the detected financial transaction. Keywords: Fraud Detection, Benford’s Law, K-Means Clustering, Audit Toolkit, Fraudulent Practices.
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