为流数据设计个性化隐私保护,提升统计精度
Personalized w-Event Privacy for Infinite Stream Estimation

- 按用户需求动态调整隐私窗口大小和预算分配
- 通过预算吸收与借用,误差降低53.6%以上
- 适合需要精细隐私控制的实时监控场景
在事件监测、日志分析和视频查询等应用中,$w$-event隐私可在滑动时间窗内保护个体数据并支持准确的流统计。现有无限数据流研究多假设所有用户具有相同隐私要求,无法体现用户个性化偏好。本文研究面向私有数据流估计的个性化$w$-event隐私。首先提出个性化窗口大小机制(PWSM),支持每个时间片的个性化隐私需求。基于PWSM,提出个性化预算分配(PBD)与个性化预算吸收(PBA),实现$(\boldsymbol{w}, \boldsymbol{\mathcal{E}})$-EPDP下的流统计估计。PBD保证下一时间步预留预算不低于前一释放消耗,PBA通过吸收过去$k$个时间片未用预算并借入未来$k$个时间片预算优化当前使用。进一步提出动态个性化预算分配(DPBD)与动态个性化预算吸收(DPBA),支持用户动态调整隐私要求,满足$(τ, \boldsymbol{w}_B, \boldsymbol{w}_F)$-Event $(\boldsymbol{\mathcal{E}}_B, \boldsymbol{\mathcal{E}}_F)$-Personalized Differential Privacy。证明各方法均满足对应个性化差分隐私,并推导误差上界。实验表明,相比最先进算法,估计误差至少降低53.6%。
原文摘要 · Abstract (English)
In applications such as event monitoring, log analysis, and video querying, $w$-event privacy protects individual data within a sliding time window while supporting accurate stream statistics. Existing studies on infinite data streams mainly assume homogeneous privacy requirements for all users, which cannot capture user-specific privacy preferences. This paper studies personalized $w$-event privacy for private data stream estimation. We first design the Personalized Window Size Mechanism (PWSM), which supports personalized privacy requirements at each time slot. Based on PWSM, we propose Personalized Budget Distribution (PBD) and Personalized Budget Absorption (PBA) to estimate streaming statistics under $\boldsymbol{w}$-Event $\boldsymbol{\mathcal{E}}$ Personalized Differential Privacy (($\boldsymbol{w}$, $\boldsymbol{\mathcal{E}}$)-EPDP). PBD guarantees that the budget reserved for the next time step is no smaller than the budget consumed in the previous release, while PBA improves the current budget by absorbing unused budgets from the previous $k$ time slots and borrowing from the next $k$ time slots. We further develop Dynamic Personalized Budget Distribution (DPBD) and Dynamic Personalized Budget Absorption (DPBA), which allow users to dynamically adjust privacy requirements while satisfying $(τ, \boldsymbol{w}_B, \boldsymbol{w}_F)$-Event $(\boldsymbol{\mathcal{E}}_B, \boldsymbol{\mathcal{E}}_F)$-Personalized Differential Privacy. We prove that all proposed methods achieve the corresponding personalized differential privacy guarantees and derive their error upper bounds. Experiments show that our methods reduce estimation error by at least $53.6\%$ compared with state-of-the-art algorithms.
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