A Comprehensive Task Scheduling Algorithm in Grid

Guowei Yang, Yanming Shen, Keqiu Li, W. Qu
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引用次数: 2

Abstract

Grid is evolving to a more efficient global computing infrastructure by introducing more and more task scheduling algorithms. With the grid expansion and users’ requirements in an intuitive way, a new robust multi-criteria scheduling algorithm is needed. Resource brokers should provide a more comprehensive solution for users. Multiple scheduling criteria addressed by the related grid research include execution time, the cost of running a task on a machine and reliability. The existing scheduling approaches are usually dedicated to single criterion or certain criterion pairs that require users to define one’s preferences. These requirements are often not feasible for users and these algorithms often cannot find the solutions that fully satisfy users’ various requirements. The grid scheduling problem is NP-hard in the traditional grid system. In this paper, we propose a flexible and general requirement specification method based on N-constraint, and we model the problem as an extension of the Multidimensional Multiple-Choice Knapsack Problem. Further more, we propose a multi-criterion scheduling heuristic called N-Variable Constraints Algorithm (NVCA) based on dynamic programming for the optimal solution, dedicated to the problem model defined by us. Finally, promising results demonstrate the effectiveness of the proposed method with comparison to other existing methods.
网格环境下的综合任务调度算法
网格通过引入越来越多的任务调度算法,正在向更高效的全局计算基础设施发展。随着网格的扩展和用户需求的直观化,需要一种新的鲁棒多准则调度算法。资源代理应该为用户提供更全面的解决方案。相关网格研究解决了多个调度标准,包括执行时间、在机器上运行任务的成本和可靠性。现有的调度方法通常专用于单个标准或某些标准对,要求用户定义自己的偏好。这些要求对于用户来说往往是不可行的,这些算法往往不能找到完全满足用户各种需求的解决方案。在传统的网格系统中,网格调度问题是NP-hard问题。本文提出了一种基于n约束的灵活通用的需求说明方法,并将其建模为多维选择背包问题的扩展。在此基础上,针对所定义的问题模型,提出了一种基于动态规划的多准则调度启发式算法——n变量约束算法(NVCA)。最后,通过与其他现有方法的比较,验证了该方法的有效性。
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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