Fraud detection through data sharing using privacy‐preserving record linkage, digital signature (EdDSA), and the MinHash technique: Detect fraud using privacy preserving record links

Satish Thomas, James Sluss
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Abstract

Fraud is a persistent and increasing problem in the telecom industry. Telcos work in isolation to prevent fraud. Sharing information is critical for detecting and preventing fraud. The primary constraint on sharing information is privacy preservation. Several techniques have been developed to share data while preserving privacy using privacy‐preserving record linkage (PPRL). Most of the PPRL techniques use a similarity measure like Jacquard similarity on homologous datasets, which are all prone to graph‐based attacks, rendering existing methods insecure. Many complex and slow techniques use the Bloom filter implementation, which can be compromised in a cryptanalysis attack. This paper proposes an attack‐proof PPRL method using existing infrastructure of a telco without a complex multistep protocol. First, a novel way of matching two non‐homologous datasets using attack‐proof digital signature schemes, like the Edwards‐curve digital signature algorithm is proposed. Here, Jaccard similarity can only be estimated using this method and not on the datasets directly. Second, two parties transact with a simple request–reply method. To validate the match accuracy, privacy preservation, and performance of this approach, it was tested on a large public dataset (North Carolina Voter Database). This method is secure against attacks and achieves 100% match accuracy with improved performance.
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利用隐私保护记录链接、数字签名(EdDSA)和 MinHash 技术,通过数据共享检测欺诈行为:利用隐私保护记录链接检测欺诈
在电信行业,欺诈是一个长期存在且日益严重的问题。电信公司在防止欺诈方面各自为政。共享信息对于发现和预防欺诈至关重要。共享信息的主要限制因素是保护隐私。目前已开发出多种技术,利用隐私保护记录链接(PPRL)在共享数据的同时保护隐私。大多数 PPRL 技术都使用同源数据集上的相似性度量,如 Jacquard 相似性,而这些数据集都容易受到基于图的攻击,导致现有方法不安全。许多复杂而缓慢的技术使用 Bloom 过滤器实现,这可能会在密码分析攻击中遭到破坏。本文提出了一种利用电信公司现有基础设施的防攻击 PPRL 方法,无需复杂的多步骤协议。首先,本文提出了一种使用防攻击数字签名方案(如 Edwards 曲线数字签名算法)匹配两个非同源数据集的新方法。在这里,Jaccard 相似性只能用这种方法来估算,而不能直接用数据集来估算。其次,双方通过简单的请求-回复方法进行交易。为了验证这种方法的匹配准确性、隐私保护和性能,我们在一个大型公共数据集(北卡罗来纳州选民数据库)上对其进行了测试。该方法可安全抵御攻击,匹配准确率达到 100%,性能也有所提高。
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