边缘计算中具有层次聚合的资源高效联邦学习

Zhiyuan Wang, Hongli Xu, Jianchun Liu, He Huang, C. Qiao, Yangming Zhao
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引用次数: 66

摘要

联邦学习(FL)已经出现在边缘计算中,以解决传统的基于云的集中式训练的有限带宽和隐私问题。然而,现有的培训机制可能会导致培训时间长,消耗大量的通信资源。在本文中,我们提出了一种有效的FL机制,该机制通过平衡聚类将边缘节点划分为K个簇。一个集群中的边缘节点通过同步方法(称为集群聚合)将其本地更新转发给集群头进行聚合,而所有集群头都执行异步方法进行全局聚合。这种处理过程称为分层聚合。我们的分析表明,收敛界取决于聚类的数量和训练时间。正式定义了资源高效的分层聚合联邦学习(RFL-HA)问题。我们提出了一种有效的算法来确定资源约束下的最优簇结构(即K的最优值),并将其扩展到处理动态网络条件。在不同模型和数据集上的大量仿真结果表明,与已知的FL机制相比,本文提出的算法在达到相似精度的情况下,可以减少34.8% ~ 70%的完成时间和33.8% ~ 56.5%的通信资源。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Resource-Efficient Federated Learning with Hierarchical Aggregation in Edge Computing
Federated learning (FL) has emerged in edge computing to address limited bandwidth and privacy concerns of traditional cloud-based centralized training. However, the existing FL mechanisms may lead to long training time and consume a tremendous amount of communication resources. In this paper, we propose an efficient FL mechanism, which divides the edge nodes into K clusters by balanced clustering. The edge nodes in one cluster forward their local updates to cluster header for aggregation by synchronous method, called cluster aggregation, while all cluster headers perform the asynchronous method for global aggregation. This processing procedure is called hierarchical aggregation. Our analysis shows that the convergence bound depends on the number of clusters and the training epochs. We formally define the resource-efficient federated learning with hierarchical aggregation (RFL-HA) problem. We propose an efficient algorithm to determine the optimal cluster structure (i.e., the optimal value of K) with resource constraints and extend it to deal with the dynamic network conditions. Extensive simulation results obtained from our study for different models and datasets show that the proposed algorithms can reduce completion time by 34.8%-70% and the communication resource by 33.8%-56.5% while achieving a similar accuracy, compared with the well-known FL mechanisms.
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