将感知、通信与计算融合,提升无线边缘学习的训练效率
Integrated Sensing, Communication, and Computation for Over-the-Air Federated Edge Learning
- 通过联合优化感知、通信和计算资源,实现高效模型聚合
- 理论证明三者资源竞争决定模型收敛速度,且可调控
- 适合研究边缘智能与无线协同学习的开发者参考
本文研究一种集成感知、通信与计算(ISCC)的过空气联邦边缘学习(Air-FEEL)系统,其中边缘服务器协调多个设备进行无线感知,并利用感知数据协同训练用于识别任务的机器学习模型。系统采用过空气计算(AirComp)实现单轮模型聚合。分析了在感知噪声与空气计算失真双重影响下,损失函数退化的收敛行为。理论表明,感知、通信与计算三者争夺网络资源,共同决定收敛速率。基于此,设计了在每轮满足时延与能耗预算前提下的参数配置策略。由于各设备间感知、通信与计算过程紧密耦合,提出一种低复杂度交替优化算法,分别控制批量大小与资源分配。结果表明:批量越大,应减少感知功率;在固定批量下,最优计算速度即为满足时延约束的最小值。基于人体动作识别任务的数值实验验证了理论分析,并显示所提算法能有效协调资源分配,提升学习性能。
原文摘要 · Abstract (English)
This paper studies an over-the-air federated edge learning (Air-FEEL) system with integrated sensing, communication, and computation (ISCC), in which one edge server coordinates multiple edge devices to wirelessly sense the objects and use the sensing data to collaboratively train a machine learning model for recognition tasks. In this system, over-the-air computation (AirComp) is employed to enable one-shot model aggregation from edge devices. Under this setup, we analyze the convergence behavior of the ISCC-enabled Air-FEEL in terms of the loss function degradation, by particularly taking into account the wireless sensing noise during the training data acquisition and the AirComp distortions during the over-the-air model aggregation. The result theoretically shows that sensing, communication, and computation compete for network resources to jointly decide the convergence rate. Based on the analysis, we design the ISCC parameters under the target of maximizing the loss function degradation while ensuring the latency and energy budgets in each round. The challenge lies on the tightly coupled processes of sensing, communication, and computation among different devices. To tackle the challenge, we derive a low-complexity ISCC algorithm by alternately optimizing the batch size control and the network resource allocation. It is found that for each device, less sensing power should be consumed if a larger batch of data samples is obtained and vice versa. Besides, with a given batch size, the optimal computation speed of one device is the minimum one that satisfies the latency constraint. Numerical results based on a human motion recognition task verify the theoretical convergence analysis and show that the proposed ISCC algorithm well coordinates the batch size control and resource allocation among sensing, communication, and computation to enhance the learning performance.
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