Differentially Private Conformal Prediction
Jiamei Wu, Ce Zhang, Zhipeng Cai, Jingsen Kong, Bei Jiang, Linglong Kong, Lingchen Kong

TL;DR
This paper introduces a new framework for conformal prediction that maintains statistical validity while ensuring differential privacy, leading to more efficient private uncertainty quantification.
Contribution
It proposes differential CP and DPCP, novel methods that improve private conformal inference by avoiding data splitting and combining DP with calibration, with proven privacy and coverage guarantees.
Findings
DPCP produces tighter prediction sets than existing private split conformal methods.
Differential CP maintains validity without data splitting, enhancing efficiency.
Numerical experiments confirm the practical effectiveness of the proposed methods.
Abstract
Conformal prediction (CP) has attracted broad attention as a simple and flexible framework for uncertainty quantification through prediction sets. In this work, we study how to deploy CP under differential privacy (DP) in a statistically efficient manner. We first introduce differential CP, a non-splitting conformal procedure that avoids the efficiency loss caused by data splitting and serves as a bridge between oracle CP and private conformal inference. By exploiting the stability properties of DP mechanisms, differential CP establishes a direct connection to oracle CP and inherits corresponding validity behavior. Building on this idea, we develop Differentially Private Conformal Prediction (DPCP), a fully private procedure that combines DP model training with a private quantile mechanism for calibration. We establish the end-to-end privacy guarantee of DPCP and investigate its…
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