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Security Analysis for Hilbert Curve Based Spatial Data Privacy-Preserving Method

机译:基于希尔伯特曲线的空间数据隐私保留方法安全分析

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As cloud computing services and location-aware devices are fully developed, a large amount of data related to location needs to be outsourced to the service provider, so the research about privacy protection for spatial data gets increasing attention from academia and industry. Although Hilbert curve is widely used in privacy protection for spatial data, the security analysis of standard Hilbert curve (SHC) is seldom proceeded. In this paper, we carefully analyze the characteristics of the points of interest (POI) indexes built by SHC, and visualized the indexes to study the effect of the null value segments. We formally define the null value index to measure the privacy disclosure risk of the space-filling curves (e.g. SHC). An index modification method (SHC*) for SHC is proposed, which can partially violate the distance-preserving property of SHC, so as to obtain better security. The attack model is also defined, in the experiments, the estimated datasets are visualized for explicitly studying, and the estimation distortion shows that SHC* is more secure than SHC.
机译:随着云计算服务和位置感知设备完全开发,与服务提供商需要外包的大量数据,因此对空间数据的隐私保护研究越来越受到学术界和工业的关注。虽然希尔伯特曲线在隐私保护广泛用于空间数据,标准Hilbert曲线(SHC)的安全性分析,很少进行。在本文中,我们仔细分析了SHC构建的兴趣点(POI)索引的特征,并可视化索引来研究NULL值段的效果。我们正式定义空值索引以测量空间填充曲线的隐私披露风险(例如SHC)。提出了SHC的索引修改方法(SHC *),其可以部分违反SHC的距离保留性质,以获得更好的安全性。在实验中,还定义了攻击模型,在实验中,估计的数据集被可视化以显式学习,并且估计失真显示SHC *比SHC更安全。

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