arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2409.01435cs.LGcs.CRcs.DC
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通过层自适应稀疏化模型聚合实现拜占庭容错的联邦学习

Achieving Byzantine-Resilient Federated Learning via Layer-Adaptive Sparsified Model Aggregation

University of Nevada, Reno(内华达大学雷诺分校)

Jiahao Xu, Zikai Zhang, Rui Hu

AI总结:

本文提出层自适应稀疏化模型聚合方法LASA,通过预聚合稀疏化和逐层自适应过滤提升联邦学习对拜占庭攻击的鲁棒性,并在多种数据集上验证其有效性。

摘要:

联邦学习(FL)使多个客户端能够在不共享本地数据的情况下协同训练模型。然而,FL系统容易受到精心设计的拜占庭攻击,这类攻击旨在通过上传恶意模型更新来破坏模型训练过程。现有的基于鲁棒聚合规则的防御方法忽视了模型更新中不同层之间在幅度和方向上的多样性,导致鲁棒性能有限,尤其是在非独立同分布(non-IID)场景下。为了解决这些挑战,我们提出了层自适应稀疏化模型聚合(LASA)方法,该方法将预聚合稀疏化与逐层自适应聚合相结合以提高鲁棒性。具体而言,LASA包含一个预聚合稀疏化模块,该模块在聚合之前对每个客户端的更新进行稀疏化处理,从而减少恶意参数的影响,并最大限度地减少次要参数对后续过滤过程的干扰。在稀疏化更新的基础上,一个逐层自适应滤波器随后利用所有客户端的幅度和方向指标自适应地选择良性层进行聚合。我们提供了LASA的详细理论鲁棒性分析,以及集成LASA的FL系统的弹性分析。在各种独立同分布(IID)和非独立同分布(non-IID)数据集上进行了大量实验。数值结果证明了LASA的有效性。代码可在\url{https://github.com/JiiahaoXU/LASA}获取。

英文摘要:

Federated Learning (FL) enables multiple clients to collaboratively train a model without sharing their local data. Yet the FL system is vulnerable to well-designed Byzantine attacks, which aim to disrupt the model training process by uploading malicious model updates. Existing robust aggregation rule-based defense methods overlook the diversity of magnitude and direction across different layers of the model updates, resulting in limited robustness performance, particularly in non-IID settings. To address these challenges, we propose the Layer-Adaptive Sparsified Model Aggregation (LASA) approach, which combines pre-aggregation sparsification with layer-wise adaptive aggregation to improve robustness. Specifically, LASA includes a pre-aggregation sparsification module that sparsifies updates from each client before aggregation, reducing the impact of malicious parameters and minimizing the interference from less important parameters for the subsequent filtering process. Based on sparsified updates, a layer-wise adaptive filter then adaptively selects benign layers using both magnitude and direction metrics across all clients for aggregation. We provide the detailed theoretical robustness analysis of LASA and the resilience analysis for the FL integrated with LASA. Extensive experiments are conducted on various IID and non-IID datasets. The numerical results demonstrate the effectiveness of LASA. Code is available at \url{https://github.com/JiiahaoXU/LASA}.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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