在差分隐私下发布空间直方图

S. Ghane, L. Kulik, K. Ramamohanarao
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引用次数: 15

摘要

研究个体的轨迹已经引起了人们越来越大的兴趣。人们的总体运动行为提供了关于他们的习惯、兴趣和生活方式的重要见解。理解和利用轨迹数据是许多应用的关键部分,如基于位置的服务、城市规划和交通监控系统。空间直方图和空间距离查询是这些应用程序中有效存储和回答轨迹数据查询的关键组件。空间直方图通过直方图细胞之间的强顺序依赖性来保持轨迹中位置点的顺序性。在回答空间范围查询时,这种依赖关系是一个基本属性。然而,个体的轨迹是独一无二的,即使将它们聚集在空间直方图中也不能完全保证个体的隐私。确保数据发布隐私的关键技术ϵ-differential隐私,因为它为个人提供的数据提供了强有力的保障。我们的工作是第一个在保证轨迹数据的顺序性,即一致性的同时,保证轨迹空间直方图ϵ-differential隐私的研究。一致性是任何数据库的关键,我们提出的机制PriSH综合了一个空间直方图,并确保发布的直方图在强依赖约束下的一致性。在真实数据集和合成数据集上的大量实验表明:(1)PriSH在数据集大小和空间分解粒度上具有高度可扩展性;(2)合成直方图中聚合轨迹信息的分布准确地保留了原始直方图的分布;(3)输出在回答任意空间范围查询时具有较高的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Publishing spatial histograms under differential privacy
Studying trajectories of individuals has received growing interest. The aggregated movement behaviour of people provides important insights about their habits, interests, and lifestyles. Understanding and utilizing trajectory data is a crucial part of many applications such as location based services, urban planning, and traffic monitoring systems. Spatial histograms and spatial range queries are key components in such applications to efficiently store and answer queries on trajectory data. A spatial histogram maintains the sequentiality of location points in a trajectory by a strong sequential dependency among histogram cells. This dependency is an essential property in answering spatial range queries. However, the trajectories of individuals are unique and even aggregating them in spatial histograms cannot completely ensure an individual's privacy. A key technique to ensure privacy for data publishing ϵ-differential privacy as it provides a strong guarantee on an individual's provided data. Our work is the first that guarantees ϵ-differential privacy for spatial histograms on trajectories, while ensuring the sequentiality of trajectory data, i.e., its consistency. Consistency is key for any database and our proposed mechanism, PriSH, synthesizes a spatial histogram and ensures the consistency of published histogram with respect to the strong dependency constraint. In extensive experiments on real and synthetic datasets, we show that (1) PriSH is highly scalable with the dataset size and granularity of the space decomposition, (2) the distribution of aggregate trajectory information in the synthesized histogram accurately preserves the distribution of original histogram, and (3) the output has high accuracy in answering arbitrary spatial range queries.
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