参与式感知中的互保隐私回归模型

Kai Xing, Z. Wan, Pengfei Hu, Haojin Zhu, Yuepeng Wang, X. Chen, Yang Wang, Liusheng Huang
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引用次数: 30

摘要

随着传感和网络技术的进步,参与式传感为公众和专业用户收集和分析私人数据以了解世界提供了一种有前途的方式,越来越受到人们的关注。然而,在这些参与式传感应用中,个人数据和从用户那里获得的分析结果通常都是隐私和敏感的,无法公开,例如位置、工资、公用事业使用、消费、行为等。一个自然的问题,也是一个重要但具有挑战性的问题是,如何在保持参与者和用户数据隐私的同时,仍然产生最好的分析来解释一种现象。在本文中,我们解决了这个问题,并提出了M-PERM,一种相互保护隐私的回归建模方法。特别是,我们在参与节点、集群和用户上启动了一系列的数据转换和聚合操作。在回归模型拟合中,我们提供了一种新的模型拟合方法,不需要原始私有数据或模型表达式的确切知识。为了评估我们的方法,我们进行了理论分析和仿真研究。评估结果表明,所提出的方法产生的最佳模型与使用原始私有数据完全相同,而拟合模型不会泄漏到任何参与节点,这与现有方法相比是一个重大进步[1-5]。数据采集设计在一定条件下能够达到最大的隐私保护,对合谋攻击具有较强的鲁棒性。此外,与相同背景下的已有研究(如[1-5])相比,据我们所知,这是第一次在参与式感知等相互隐私保护的数据分析场景中,不仅可以获得模型系数估计,还可以获得一系列回归分析和模型选择方法。
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Mutual privacy-preserving regression modeling in participatory sensing
As the advancement of sensing and networking technologies, participatory sensing has raised more and more attention as it provides a promising way enabling public and professional users to gather and analyze private data to understand the world. However, in these participatory sensing applications both data at the individuals and analysis results obtained at the users are usually private and sensitive to be disclosed, e.g., locations, salaries, utility usage, consumptions, behaviors, etc. A natural question, also an important but challenging problem is how to keep both participants and users data privacy while still producing the best analysis to explain a phenomenon. In this paper, we have addressed this issue and proposed M-PERM, a mutual privacy preserving regression modeling approach. Particularly, we launch a series of data transformation and aggregation operations at the participatory nodes, the clusters, and the user. During regression model fitting, we provide a new way for model fitting without any need of the original private data or the exact knowledge of the model expression. To evaluate our approach, we conduct both theoretical analysis and simulation study. The evaluation results show that the proposed approach produces exactly the same best model as if the original private data were used without leakage of the fitted model to any participatory nodes, which is a significant advance compared with the existing approaches [1-5]. It is also shown that the data gathering design is able to reach maximum privacy protection under certain conditions and be robust against collusion attack. Furthermore, compared with existing works under the same context (e.g., [1-5]), to our best knowledge it is the first work showing that not only the model coefficients estimation but also a series of regression analysis and model selection methods are reachable in mutual privacy preserving data analysis scenarios such as participatory sensing.
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