云计算中动态任务调度的群智能算法比较研究

Gamal F. Elhady, Medhat A. Tawfeek
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引用次数: 33

摘要

云计算正在成为计算的主要来源。该环境的核心思想是管理和调度可用资源以提供服务需求。云中的服务器可以是通过网络访问的物理机或虚拟机。必须考虑在云计算中为执行任务选择机器。必须根据其状态和提交的任务属性来选择它们,以利用资源的效率。云任务调度被认为是一个NP-hard优化问题,许多元启发式算法都适合解决这个问题。本文研究了云计算中动态任务调度的三种可能方法。这三种方法属于群体智能领域,用于寻找困难或不可能组合问题的解决方案。这些方法受到蚁群行为、粒子群行为和蜜蜂觅食行为的启发。主要目标是对这些用于最小化给定任务集的完工时间的方法进行评估和比较研究。利用CloudSim工具包对算法的性能进行了仿真。针对动态任务调度问题,对算法进行了比较,并与已有的知名算法进行了比较。给出了实验结果,并分析了每种算法的优点。实验结果表明,所提方法满足预期,也证明了ABC算法优于其他算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A comparative study into swarm intelligence algorithms for dynamic tasks scheduling in cloud computing
Cloud computing are becoming the major source of computing. The core idea of this environment is managing and scheduling the available resources to provide service's needs. Servers in cloud may be physical or virtual machines accessed across the network. Selecting machines for executing a task in the cloud computing must be considered. They have to be selected according to its status and submitted tasks properties to exploit the efficiency of the resources. Cloud task scheduling is considered an NP-hard optimization problem, and many meta-heuristic algorithms are suitable to solve it. This paper investigates three possible approaches proposed for dynamic task scheduling in cloud computing. The three approaches are belonging to the field of swarm intelligence that is used to find solutions for difficult or impossible combinatorial problems. These approaches are inspired by ant colony behavior, the behavior of particle swarm and honeybee foraging behavior. The main goal is to provide an evaluation and comparative study of these approaches that are used to minimize the makespan of a given tasks set. Performance of the algorithms is simulated using toolkit package of CloudSim. Algorithms have been compared with each other and with the well-known existed algorithms for dynamic task scheduling problem. The results of the experiments are presented and the strengths of each algorithm are investigated. Experimental results show that the proposed approaches satisfy expectation, also proved that ABC algorithm is the superior than other algorithms.
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