Online Efficient Secure Logistic Regression based on Function Secret Sharing
Jing Liu, Jamie Cui, Cen Chen

TL;DR
This paper introduces an online efficient privacy-preserving logistic regression protocol using Function Secret Sharing, significantly reducing communication overhead and enabling secure large-scale data training.
Contribution
It presents a novel online protocol for secure logistic regression based on FSS, improving efficiency and privacy in multi-party settings with minimal online communication.
Findings
Reduces online communication overhead compared to traditional methods
Provides accurate, MPC-friendly sigmoid function approximations
Demonstrates efficiency and effectiveness through theoretical and experimental analysis
Abstract
Logistic regression is an algorithm widely used for binary classification in various real-world applications such as fraud detection, medical diagnosis, and recommendation systems. However, training a logistic regression model with data from different parties raises privacy concerns. Secure Multi-Party Computation (MPC) is a cryptographic tool that allows multiple parties to train a logistic regression model jointly without compromising privacy. The efficiency of the online training phase becomes crucial when dealing with large-scale data in practice. In this paper, we propose an online efficient protocol for privacy-preserving logistic regression based on Function Secret Sharing (FSS). Our protocols are designed in the two non-colluding servers setting and assume the existence of a third-party dealer who only poses correlated randomness to the computing parties. During the online…
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