异构云环境下Makespan矩阵工作流调度算法的高效预测

IF 4.3 3区 材料科学 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC ACS Applied Electronic Materials Pub Date : 2023-11-28 DOI:10.1007/s10723-023-09711-9
Longxin Zhang, Minghui Ai, Runti Tan, Junfeng Man, Xiaojun Deng, Keqin Li
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引用次数: 0

摘要

利用云计算环境执行工作流应用程序提供了高灵活性和强大的可扩展性,从而显著提高了资源利用率。当前的学术讨论主要集中在有效地减少并行任务集的调度长度(makespan)和提高云计算环境下大型工作流应用程序的效率。有效地管理任务依赖关系和执行顺序对于设计高效的工作流调度算法至关重要。针对异构云计算环境,提出了一种基于预测最大跨度矩阵(PMMS)的高效工作流调度算法。PMMS首先根据预测最大寿命矩阵计算各任务的优先级,得到任务调度列表;其次,根据PM矩阵和最早完成时间计算各任务的最优调度长度(OSL)值;第三,根据最小OSL值为每个任务选择最佳虚拟机。大量实验结果表明,PMMS的工作流调度长度比HEFT、PEFT和PPTS算法分别缩短了6.84% ~ 15.17%、5.47% ~ 11.39%和4.74% ~ 17.27%。这取决于保证优先级约束和不增加时间复杂度的前提。
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Efficient Prediction of Makespan Matrix Workflow Scheduling Algorithm for Heterogeneous Cloud Environments

Leveraging a cloud computing environment for executing workflow applications offers high flexibility and strong scalability, thereby significantly improving resource utilization. Current scholarly discussions heavily focus on effectively reducing the scheduling length (makespan) of parallel task sets and improving the efficiency of large workflow applications in cloud computing environments. Effectively managing task dependencies and execution sequences plays a crucial role in designing efficient workflow scheduling algorithms. This study forwards a high-efficiency workflow scheduling algorithm based on predict makespan matrix (PMMS) for heterogeneous cloud computing environments. First, PMMS calculates the priority of each task based on the predict makespan (PM) matrix and obtains the task scheduling list. Second, the optimistic scheduling length (OSL) value of each task is calculated based on the PM matrix and the earliest finish time. Third, the best virtual machine is selected for each task according to the minimum OSL value. A large number of substantial experiments show that the scheduling length of workflow for PMMS, compared with state-of-the-art HEFT, PEFT, and PPTS algorithms, is reduced by 6.84%–15.17%, 5.47%–11.39%, and 4.74%–17.27%, respectively. This hinges on the premise of ensuring priority constraints and not increasing the time complexity.

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CiteScore
7.20
自引率
4.30%
发文量
567
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