针对联邦学习的五个核心挑战,提出可落地的优化方法与软件实现。
Optimization Methods and Software for Federated Learning
- 针对设备异构性设计自适应更新策略
- 在真实分布式环境中实现高效通信与隐私保护
- 为算法理论到工程落地提供双向实践指南
联邦学习(FL)是一种多学科机器学习范式,多个客户端(如移动设备)协作解决机器学习问题。该范式最初由Konečný等人(2016a,b)和McMahan等人(2017)提出,并因被纳入美国《国家人工智能研究与开发战略计划(2023年更新版)》而获得更多关注。与数据中心中的集中式训练不同,联邦学习的训练过程本质上是去中心化的,常在控制较弱的环境下进行,带来独特挑战。本论文识别出联邦学习中的五大关键挑战,源于数据与设备异构性、通信限制及客户端隐私顾虑。此外,即使成熟的理论进展也需要多样化的实际实现方式以提升现实适用性。本文贡献在于推进了联邦学习算法与系统,弥合了理论进步与实际应用之间的鸿沟。更广泛地说,本工作为研究人员在将理论方法转化为高效实际实现时提供了指导,并揭示了如何将实际实施经验反馈至理论算法设计中,这一反向过程尤为深刻,促使我们深入理解算法底层机制与灵活性,往往发现新的算法维度。
原文摘要 · Abstract (English)
Federated Learning (FL) is a novel, multidisciplinary Machine Learning paradigm where multiple clients, such as mobile devices, collaborate to solve machine learning problems. Initially introduced in Kone{č}n{ý} et al. (2016a,b); McMahan et al. (2017), FL has gained further attention through its inclusion in the National AI Research and Development Strategic Plan (2023 Update) of the United States (Science and on Artificial Intelligence, 2023). The FL training process is inherently decentralized and often takes place in less controlled settings compared to data centers, posing unique challenges distinct from those in fully controlled environments. In this thesis, we identify five key challenges in Federated Learning and propose novel approaches to address them. These challenges arise from the heterogeneity of data and devices, communication issues, and privacy concerns for clients in FL training. Moreover, even well-established theoretical advances in FL require diverse forms of practical implementation to enhance their real-world applicability. Our contributions advance FL algorithms and systems, bridging theoretical advancements and practical implementations. More broadly, our work serves as a guide for researchers navigating the complexities of translating theoretical methods into efficient real-world implementations and software. Additionally, it offers insights into the reverse process of adapting practical implementation aspects back into theoretical algorithm design. This reverse process is particularly intriguing, as the practical perspective compels us to examine the underlying mechanics and flexibilities of algorithms more deeply, often uncovering new dimensions of the algorithms under study.
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