时间序列数据共享中的主动隐私效用权衡

Ecenaz Erdemir;Pier Luigi Dragotti;Deniz Gündüz
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引用次数: 4

摘要

物联网设备由于其提供的服务而变得非常受欢迎。然而,它们也引起了隐私问题,因为它们与不受信任的第三方共享细粒度的时间序列用户数据。我们将用户的个人信息建模为秘密变量,对诚实但好奇的服务提供商保密,并将有用的变量建模为实用性披露。我们考虑了一个主动学习框架,在该框架中,在每个时间步长从有限的一组测量机制中选择一个,每个机制都揭示了一些关于潜在秘密和有用变量的信息,尽管统计数据不同。进行测量使得可以快速检测有用变量的正确值,同时对秘密变量的置信度保持在预定水平以下。对于隐私度量,我们既考虑了正确检测秘密变量值的概率,也考虑了秘密数据和已发布数据之间的相互信息。我们将这两个问题公式化为部分可观察的马尔可夫决策过程,并通过优因子-批评家深度强化学习进行数值求解。我们在合成和真实世界的时间序列数据集上评估了所提出的策略的隐私效用权衡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Active Privacy-Utility Trade-Off Against Inference in Time-Series Data Sharing
Internet of Things devices have become highly popular thanks to the services they offer. However, they also raise privacy concerns since they share fine-grained time-series user data with untrusted third parties. We model the user’s personal information as the secret variable, to be kept private from an honest-but-curious service provider, and the useful variable, to be disclosed for utility. We consider an active learning framework, where one out of a finite set of measurement mechanisms is chosen at each time step, each revealing some information about the underlying secret and useful variables, albeit with different statistics. The measurements are taken such that the correct value of useful variable can be detected quickly, while the confidence on the secret variable remains below a predefined level. For privacy measure, we consider both the probability of correctly detecting the secret variable value and the mutual information between the secret and released data. We formulate both problems as partially observable Markov decision processes, and numerically solve by advantage actor-critic deep reinforcement learning. We evaluate the privacy-utility trade-off of the proposed policies on both the synthetic and real-world time-series datasets.
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CiteScore
8.20
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