4.7 Article

Blockchain Assisted Federated Learning Over Wireless Channels: Dynamic Resource Allocation and Client Scheduling

Journal

IEEE TRANSACTIONS ON WIRELESS COMMUNICATIONS
Volume 22, Issue 5, Pages 3537-3553

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TWC.2022.3219501

Keywords

Computational modeling; Blockchains; Training; Wireless communication; Energy consumption; Resource management; Dynamic scheduling; Federated learning; blockchain; Lyapunov optimization; resource allocation; client scheduling

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This article proposes a novel BFL framework that integrates training and mining at the client side, aiming to optimize the learning performance and address the vulnerability of decentralized model aggregation in existing BFL frameworks.
Blockchain technology has been extensively studied to enable distributed and tamper-proof data processing in federated learning (FL). Most existing blockchain assisted FL (BFL) frameworks have employed a third-party blockchain network to decentralize the model aggregation process. However, decentralized model aggregation is vulnerable to pooling and collusion attacks from the third-party blockchain network. Driven by this issue, we propose a novel BFL framework that features the integration of training and mining at the client side. To optimize the learning performance of FL, we propose to maximize the long-term time average (LTA) training data size under a constraint of LTA energy consumption. To this end, we formulate a joint optimization problem of training client selection and resource allocation (i.e., the transmit power and computation frequency at the client side), and solve the long-term mixed integer non-linear program based on a Lyapunov technique. In particular, the proposed dynamic resource allocation and client scheduling (DRACS) algorithm can achieve a trade-off of [ $\mathcal {O}(1/V)$ , $\mathcal {O}(\sqrt {V})$ ] to balance the maximization of the LTA training data size and the minimization of the LTA energy consumption with a control parameter $V$ . Our experimental results show that the proposed DRACS algorithm achieves better learning accuracy than benchmark client scheduling strategies with limited time or energy consumption.

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