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Protecting Locations with Differential Privacy under Temporal Correlations

机译:在时间相关下保护差异隐私的位置

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Concerns on location privacy frequently arise with the rapid development of GPS enabled devices and location-based applications. While spatial transformation techniques such as location perturbation or generalization have been studied extensively, most techniques rely on syntactic privacy models without rigorous privacy guarantee. Many of them only consider static scenarios or perturb the location at single timestamps without considering temporal correlations of a moving user's locations, and hence are vulnerable to various inference attacks. While differential privacy has been accepted as a standard for privacy protection, applying differential privacy in location based applications presents new challenges, as the protection needs to be enforced on the fly for a single user and needs to incorporate temporal correlations between a user's locations. In this paper, we propose a systematic solution to preserve location privacy with rigorous privacy guarantee. First, we propose a new definition, "δ-location set" based differential privacy, to account for the temporal correlations in location data. Second, we show that the well known l_1-norm sensitivity fails to capture the geometric sensitivity in multidimensional space and propose a new notion, sensitivity hull, based on which the error of differential privacy is bounded. Third, to obtain the optimal utility we present a planar isotropic mechanism (PIM) for location perturbation, which is the first mechanism achieving the lower bound of differential privacy. Experiments on real-world datasets also demonstrate that PIM significantly outperforms baseline approaches in data utility.
机译:对位置隐私问题经常出现与GPS的迅速发展使能设备和基于位置的应用程序。虽然空间变换技术,如定位扰动或推广已被广泛研究,大多数技术都依赖于句法隐私模式没有严格的隐私保证。他们中许多人只考虑静态的场景或扰动不考虑移动用户的位置的时间相关,在单一的时间戳的位置,因此很容易受到各种推断攻击。虽然差的隐私已经被接受作为隐私保护的标准,在基于位置的应用程序呈现应用差动隐私新的挑战,因为在飞行中为单个用户和需要结合用户的位置之间的时间相关性将被强制执行的保护需要。在本文中,我们提出了一个系统的解决方案,以保持与严格的隐私保证位置隐私。首先,我们提出了一个新的定义,“δ-位置设置”基础差的隐私,以考虑位置数据的时间相关性。其次,我们证明了众所周知的L_1范数的敏感性未能捕捉到多维空间的几何灵敏度,并提出一个新的概念,灵敏度船体,在此基础上的差分隐私误差是有界的。第三,为了获得最佳的效用,我们提出了位置微扰的平面各向同性机构(PIM),这是第一机构实现较低的差动隐私约束。真实世界的数据集实验也证明,PIM显著优于基线数据工具的方法。

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