Faculty, Staff and Student Publications
Language
English
Publication Date
10-1-2024
Journal
Proceedings of the 30th ACM International Conference on Information & Knowledge Management
DOI
10.1145/3627673.3679911
PMID
40401165
PMCID
PMC12094779
PubMedCentralĀ® Posted Date
5-21-2025
PubMedCentralĀ® Full Text Version
Author MSS
Abstract
The shuffle model of Differential Privacy (DP) is an enhanced privacy protocol which significantly amplifies the central DP guarantee by anonymizing and shuffling the local randomized data. Yet, deriving a tight privacy bound is challenging due to its complicated randomization protocol. While most existing works focused on uniform local privacy settings, this work focuses on a more practical personalized privacy setting. To bound the privacy after shuffling, we need to capture the probability of each user generating clones of the neighboring data points and quantify the indistinguishability between two distributions of the number of clones on neighboring datasets. Existing works either inaccurately capture the probability or underestimate the indistinguishability. We develop a more precise analysis, which yields a general and tighter bound for arbitrary DP mechanisms. Firstly, we derive the clone-generating probability by hypothesis testing, which leads to a more accurate characterization of the probability. Secondly, we analyze the indistinguishability in the context of 𝑓-DP, where the convexity of the distributions is leveraged to achieve a tighter privacy bound. Theoretical and numerical results demonstrate that our bound remarkably outperforms the existing results in the literature. The code is publicly available at https://github.com/Emory-AIMS/HPS.git.
Keywords
Differential Privacy, Shuffle Model, Personalized Privacy
Published Open-Access
yes
Recommended Citation
Liu, Yixuan; Liu, Yuhan; Xiong, Li; et al., "Enhanced Privacy Bound for Shuffle Model with Personalized Privacy" (2024). Faculty, Staff and Student Publications. 925.
https://digitalcommons.library.tmc.edu/uthshis_docs/925