Privacy-preserving Federated Singular Value Decomposition

Bowen Liu, Qiang Tang
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Abstract

Singular value decomposition (SVD) is a fundamental technique widely used in various applications, such as recommendation systems and principal component analyses. In recent years, the need for privacy-preserving computations has been increasing constantly, which concerns SVD as well. Federated SVD has emerged as a promising approach that enables collaborative SVD computation without sharing raw data. However, existing federated approaches still need improvements regarding privacy guarantees and utility preservation. This paper moves a step further towards these directions: we propose two enhanced federated SVD schemes focusing on utility and privacy, respectively. Using a recommendation system use-case with real-world data, we demonstrate that our schemes outperform the state-of-the-art federated SVD solution. Our utility-enhanced scheme (utilizing secure aggregation) improves the final utility and the convergence speed by more than 2.5 times compared with the existing state-of-the-art approach. In contrast, our privacy-enhancing scheme (utilizing differential privacy) provides more robust privacy protection while improving the same aspect by more than 25%.
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保持隐私的联邦奇异值分解
奇异值分解(SVD)是一种广泛应用于各种应用的基本技术,如推荐系统和主成分分析。近年来,对隐私保护计算的需求不断增加,这也涉及到奇异值分解。联邦SVD已经成为一种很有前途的方法,它支持在不共享原始数据的情况下进行协作SVD计算。然而,现有的联邦方法在隐私保证和效用保护方面仍然需要改进。本文朝着这些方向进一步迈进了一步:我们提出了两个增强的联邦SVD方案,分别关注效用和隐私。通过使用具有真实数据的推荐系统用例,我们证明了我们的方案优于最先进的联邦SVD解决方案。我们的实用程序增强方案(利用安全聚合)与现有的最先进方法相比,将最终实用程序和收敛速度提高了2.5倍以上。相比之下,我们的隐私增强方案(利用差分隐私)提供了更强大的隐私保护,同时将同一方面提高了25%以上。
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