Efficient and Privacy-Preserving Similarity Query With Access Control in eHealthcare

计算机科学 相似性(几何) 树(集合论) 加密 访问控制 情报检索 搜索引擎索引 信息隐私 理论计算机科学 数据挖掘 人工智能 数学 计算机安全 图像(数学) 数学分析
作者
Yandong Zheng,Rongxing Lu,Yunguo Guan,Songnian Zhang,Jun Shao,Hui Zhu
出处
期刊:IEEE Transactions on Information Forensics and Security [Institute of Electrical and Electronics Engineers]
卷期号:17: 880-893 被引量:9
标识
DOI:10.1109/tifs.2022.3152395
摘要

Similarity queries, giving a way to disease diagnosis based on similar patients, have wide applications in eHealthcare and are essentially demanded to be processed under fine-grained access policies due to the high sensitivity of healthcare data. One efficient and flexible way to implement such queries is to outsource healthcare data and the corresponding query services to a powerful cloud. Nevertheless, considering data privacy, healthcare data are usually outsourced in an encrypted form and required to be accessed in a privacy-preserving way. In the past years, many schemes have been proposed for privacy-preserving similarity queries. However, none of them is applicable to achieve data access control and access pattern privacy preservation. Aiming at this challenge, we propose an efficient and access pattern privacy-preserving similarity range query scheme with access control (named EPSim-AC). In our proposed scheme, we first design a novel tree structure, called $k$ -d-PB tree, to index healthcare data and introduce an efficient $k$ -d-PB tree based similarity query algorithm with access control. Second, to balance the search efficiency and access pattern privacy of $k$ -d-PB tree, we also define a weakened access pattern privacy, called $k$ -d-PB tree’s $\beta $ -access pattern unlinkability. After that, we preserve the privacy of $k$ -d-PB tree based similarity queries with access control through a symmetric homomorphic encryption scheme and present our detailed EPSim-AC scheme. Finally, we analyze the security of our scheme and also conduct extensive experiments to evaluate its performance. The results demonstrate that our scheme can guarantee $k$ -d-PB tree’s $\beta $ -access pattern unlinkability and has high efficiency.

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