Privacy-Enhanced Federated Learning Algorithm Empowered by Blockchain and Game Theory

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Authors: Shouqiang Kang, Yulin Sun, Yuxuan Wu, Yujing Wang, Qingyan Wang, Xintao Liang
Cited by: 2
References: 41

Abstract

Federated learning enables participants to collaboratively train a global model through distributed training without sharing raw data. However, this distributed training is vulnerable to single-point failures, privacy leakage, and Byzantine attacks. To address these challenges simultaneously, we propose a privacy-enhanced federated learning algorithm empowered by blockchain and game theory (BGFL). First, we integrate blockchain technology into federated learning and establish a decentralized training paradigm, which effectively avoids the threat of single-point failures in centralized training. Second, we propose a privacy protection method that combines the Chinese Remainder Theorem and Shamir's Secret Sharing, providing dual privacy protection for participants in decentralized federated learning scenarios. Furthermore, leveraging the homomorphic properties of the proposed privacy-enhanced approach, a Byzantine attack defense mechanism is designed. Finally, a game-theoretic incentive mechanism is proposed to mitigate malicious behaviors during collaborative training, ensuring secure cooperation among all parties. Experimental results demonstrate that, compared to baseline methods, BGFL improves test accuracy by 0.93%–22.75%. Compared to other secret sharing-based federated learning schemes, BGFL requires only 5.91% of the computational overhead and 4.01% of the communication overhead at the same dataset scale. This enables efficient achievement of security and robustness objectives.

Fields of Study & Subjects

Privacy-Preserving Technologies in Data Cryptography and Data Security Big Data and Digital Economy

Publication details

Journal / source
IEEE Internet of Things Journal
Publisher
Institute of Electrical and Electronics Engineers (IEEE)
Volume
13
Issue
11
Pages
23506–23523
Publication date
5 March 2026