Differentially Private Distributed Inference

Fuente: arXiv
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Hauptverfasser: Papachristou, Marios, Rahimian, M. Amin
Format: Preprint
Veröffentlicht: 2024
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author Papachristou, Marios
Rahimian, M. Amin
author_facet Papachristou, Marios
Rahimian, M. Amin
contents How can agents exchange information to learn while protecting privacy? Healthcare centers collaborating on clinical trials must balance knowledge sharing with safeguarding sensitive patient data. We address this challenge by using differential privacy (DP) to control information leakage. Agents update belief statistics via log-linear rules, and DP noise provides plausible deniability and rigorous performance guarantees. We study two settings: distributed maximum likelihood estimation (MLE) with a finite set of private signals and online learning from an intermittent signal stream. Noisy aggregation introduces trade-offs between rejecting low-quality states and accepting high-quality ones. The MLE setting naturally applies to hypothesis testing with formal statistical guarantees. Through simulations, we demonstrate differentially private, distributed survival analysis on real-world clinical trial data, evaluating treatment efficacy and the impact of biomedical indices on patient survival. Our methods enable privacy-preserving inference with greater efficiency and lower error rates than homomorphic encryption and first-order DP optimization approaches.
format Preprint
id arxiv_https___arxiv_org_abs_2402_08156
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Differentially Private Distributed Inference
Papachristou, Marios
Rahimian, M. Amin
Machine Learning
Artificial Intelligence
Cryptography and Security
Multiagent Systems
How can agents exchange information to learn while protecting privacy? Healthcare centers collaborating on clinical trials must balance knowledge sharing with safeguarding sensitive patient data. We address this challenge by using differential privacy (DP) to control information leakage. Agents update belief statistics via log-linear rules, and DP noise provides plausible deniability and rigorous performance guarantees. We study two settings: distributed maximum likelihood estimation (MLE) with a finite set of private signals and online learning from an intermittent signal stream. Noisy aggregation introduces trade-offs between rejecting low-quality states and accepting high-quality ones. The MLE setting naturally applies to hypothesis testing with formal statistical guarantees. Through simulations, we demonstrate differentially private, distributed survival analysis on real-world clinical trial data, evaluating treatment efficacy and the impact of biomedical indices on patient survival. Our methods enable privacy-preserving inference with greater efficiency and lower error rates than homomorphic encryption and first-order DP optimization approaches.
title Differentially Private Distributed Inference
topic Machine Learning
Artificial Intelligence
Cryptography and Security
Multiagent Systems
url https://arxiv.org/abs/2402.08156