An Experimental Study of Matrix-Based Data Distortion Methods

Jie Wang, Hualing Liu, Guangwei Hu, Jun Zhang, James M. Grogan
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引用次数: 2

Abstract

A number of matrix-based data distortion methods are presented and experimentally studied in this paper. The performances of seven methods are compared in terms of utility, privacy and computational cost. We find that left multiplication based random projection methods are useless in data privacy protection. Even though there is no application-free solution in data privacy protection, the nonnegative matrix factorization (NMF) based method has an appealing privacy performance under the promise of a reasonable utility and computational cost. While the random projection method with a right multiplication of an orthogonal random matrix does well in support vector machine classification, its computational disadvantages may make it less attractive for an online analysis and processing application.
基于矩阵的数据失真方法的实验研究
本文提出了几种基于矩阵的数据失真方法,并进行了实验研究。从效用、隐私和计算成本三个方面比较了七种方法的性能。我们发现基于左乘法的随机投影方法在数据隐私保护中是无用的。尽管在数据隐私保护方面还没有无应用的解决方案,但基于非负矩阵分解(NMF)的方法在保证合理的效用和计算成本的前提下,具有很好的隐私保护性能。虽然随机投影法与正交随机矩阵的正确乘法在支持向量机分类中表现良好,但其计算缺点可能使其在在线分析和处理应用中不那么有吸引力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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