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首页> 外文期刊>Internet of Things Journal, IEEE >Mobile-Edge-Computing-Based Hierarchical Machine Learning Tasks Distribution for IIoT
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Mobile-Edge-Computing-Based Hierarchical Machine Learning Tasks Distribution for IIoT

机译:基于移动边缘计算的分层机器学习任务分发IIOT

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摘要

In this article, we propose a novel framework of mobile edge computing (MEC)-based hierarchical machine learning (ML) tasks distribution for the Industrial Internet of Things. It is assumed that a batch of ML tasks, such as anomaly detection, need to be executed timely in an MEC setting, where the devices have limited computing capability while the MEC server (MES) has rich computing resources. Thus, a small ML model for the device and a deep ML model for the MES are pretrained offline using historical data, and then they are deployed accordingly. However, offloading tasks to the MES introduces communications delay. Thus, each device must decide the portion of the tasks to offload to minimize the processing delay. Since the delay and the error of data processing are incurred by communications and ML computing, a joint optimization problem is formulated to minimize the total delay subject to the ML model complexity and inference error rate, data quality, computing capability at the device and MES, and communications bandwidth. A closed-form solution is derived analytically and an optimal offloading strategy selection algorithm is proposed. Insights are provided to understand the tradeoff between communications and ML computing in offloading decisions, and the effects of key parameters in the proposed algorithm are investigated. The numerical results demonstrate the effectiveness of the proposed algorithm.
机译:在本文中,我们提出了一种用于工业互联网的移动边缘计算(MEC)的移动边缘计算(MIC)的分层机器学习(ML)任务的新颖框架。假设需要在MEC设置中及时执行一批ML任务,例如异常检测,其中设备具有有限的计算能力,而MEC服务器(MES)具有丰富的计算资源。因此,使用历史数据将离线预先追溯的装置和MES模型的小mL模型,然后相应地部署它们。但是,将任务卸载到MES引入通信延迟。因此,每个设备必须决定任务的一部分以卸载以最小化处理延迟。由于延迟和数据处理的误差由通信和ML计算产生,因此共同优化问题,以最小化对ML模型复杂性和推理误差率,数据质量,设备和MES的推断误差率,数据质量,计算能力的总延迟最小化。和通信带宽。分析地推导出闭合溶液,提出了最佳的卸载策略选择算法。提供了洞察,以了解在卸载决策中的通信和ML计算之间的权衡,并研究了所提出算法中的关键参数的影响。数值结果证明了所提出的算法的有效性。

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