A Partition Based Gradient Compression Algorithm for Distributed Training in AIoT.

Sensors (Basel)

Department of Computer Science and Technology, North China University of Science and Technology, Tangshan 063210, China.

Published: March 2021

AI Article Synopsis

  • Distributed DNNs can improve IoT system performance, but face challenges due to limited computing and communication resources.
  • An adaptive compression strategy is proposed, which partitions gradients into key and sparse regions, reducing communication overhead during training.
  • By filtering values based on a threshold informed by gradient distribution and information entropy, this approach achieves a compression ratio of 37.1, resulting in improved training efficiency.

Article Abstract

Running Deep Neural Networks (DNNs) in distributed Internet of Things (IoT) nodes is a promising scheme to enhance the performance of IoT systems. However, due to the limited computing and communication resources of the IoT nodes, the communication efficiency of the distributed DNN training strategy is a problem demanding a prompt solution. In this paper, an adaptive compression strategy based on gradient partition is proposed to solve the problem of high communication overhead between nodes during the distributed training procedure. Firstly, a neural network is trained to predict the gradient distribution of its parameters. According to the distribution characteristics of the gradient, the gradient is divided into the key region and the sparse region. At the same time, combined with the information entropy of gradient distribution, a reasonable threshold is selected to filter the gradient value in the partition, and only the gradient value greater than the threshold is transmitted and updated, to reduce the traffic and improve the distributed training efficiency. The strategy uses gradient sparsity to achieve the maximum compression ratio of 37.1 times, which improves the training efficiency to a certain extent.

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Source
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC7999038PMC
http://dx.doi.org/10.3390/s21061943DOI Listing

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