Partial Decode and Compare: An Efficient Verification Scheme for Coded Edge Computing

IF 5.3 2区 计算机科学 Q1 COMPUTER SCIENCE, INFORMATION SYSTEMS
Jin Wang;Wei Jiang;Jingya Zhou;Zhaobo Lu;Kejie Lu;Jianping Wang
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Abstract

In recent years, Coded Edge Computing (CEC) has been greatly studied as a promising technology to effectively mitigate the impact of stragglers and provide confidentiality in edge collaborative computing. It is crucial to verify the correctness of both intermediate results and the final result especially in untrustable and unreliable edge computing scenarios. However, the existing works on verification in CEC always verify and directly discard the whole incorrect intermediate results. In this paper, we propose the Partial Decode and Compare (PDC) verification scheme, which can fully utilize the correct part in the incorrect intermediate results to reduce the complexity and tolerate more abnormal edge devices. The PDC verification scheme consists of two parts: Final Result Verification (FRV) and Abnormal Edge Device Identification (AEDI). By deeply analyzing the decoding impact of the intermediate results on the final result, the PDC verification scheme divides the intermediate results and final results into subresult vectors . It decodes, compares, and verifies the final result in units of subresult vectors. In this way, the obtained parts which verified to be correct do not need to participate in the following verification. Therefore, it can significantly reduce the verification overhead including both the number of required decoding rounds and the complexity of each decoding round. Based on the correct final result verified by the PDC verification scheme, we also propose an Abnormal Edge Devices Identification scheme to identify all abnormal edge devices that return incorrect intermediate results. We then present extensive theoretical analyses and simulation experiments of the PDC verification scheme, which demonstrates that the PDC verification scheme can tolerate a higher ratio of incorrect intermediate results and achieve lower verification overhead than the state-of-the-art verification works. Therefore, the proposed PDC verification scheme enables CEC to provide reliable services in unstable and unreliable edge computing scenarios.
部分解码和比较:编码边缘计算的高效验证方案
近年来,人们对编码边缘计算(CEC)进行了大量研究,认为它是一种很有前途的技术,能有效减轻游离者的影响,并在边缘协作计算中提供保密性。验证中间结果和最终结果的正确性至关重要,尤其是在不可信任和不可靠的边缘计算场景中。然而,现有的 CEC 验证工作总是验证并直接丢弃整个不正确的中间结果。在本文中,我们提出了部分解码和比较(PDC)验证方案,该方案可以充分利用不正确中间结果中的正确部分,从而降低复杂性并容忍更多异常边缘设备。PDC 验证方案由两部分组成:最终结果验证(FRV)和异常边缘器件识别(AEDI)。通过深入分析中间结果对最终结果的解码影响,PDC 验证方案将中间结果和最终结果划分为子结果向量。它以子结果向量为单位对最终结果进行解码、比较和验证。这样,已验证正确的部分就不需要再参与后续验证。因此,它可以大大减少验证开销,包括所需的解码轮数和每轮解码的复杂度。基于 PDC 验证方案验证的正确最终结果,我们还提出了异常边缘设备识别方案,以识别所有返回不正确中间结果的异常边缘设备。然后,我们对 PDC 验证方案进行了广泛的理论分析和仿真实验,结果表明,与最先进的验证工作相比,PDC 验证方案可以容忍更高的不正确中间结果比例,并实现更低的验证开销。因此,所提出的 PDC 验证方案可使 CEC 在不稳定和不可靠的边缘计算场景中提供可靠的服务。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
IEEE Transactions on Cloud Computing
IEEE Transactions on Cloud Computing Computer Science-Software
CiteScore
9.40
自引率
6.20%
发文量
167
期刊介绍: The IEEE Transactions on Cloud Computing (TCC) is dedicated to the multidisciplinary field of cloud computing. It is committed to the publication of articles that present innovative research ideas, application results, and case studies in cloud computing, focusing on key technical issues related to theory, algorithms, systems, applications, and performance.
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