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Competitive proportional resource allocation policy for computational grid

机译:计算网格的竞争比例资源分配策略

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This paper presents a competitive proportional resource allocation in computational grid. A system model is described that allows agents representing various grid resources, which owned by different real world enterprises, to coordinate their resource allocation decisions without assuming a prion cooperation. The grid task agents buy resources to complete tasks. Grid resource agents charge the task agents for the amount of resource capacity allocated. Two types of optimization problems related to grid task agent are proposed. Given grid resource agent's pricing policy, the task agent optimization problem is to complete its job as quickly as possible when spending the least possible amount of money. Given specified amount of time to complete jobs, the task agent optimization problem is to minimize the cost accrued. This paper provides a price-directed proportional resource allocation algorithm for solving the grid task agent resource allocation problem. Experiments are made to compare the performance of the price-directed resource allocation with conventional Round-Robin allocation. The results of experiment show the price-directed allocation has better performance than usual Round-Robin allocation. (C) 2004 Elsevier B.V. All rights reserved.
机译:本文提出了一种竞争性的按比例分配资源的计算网格。描述了一种系统模型,该模型允许代表不同现实企业拥有的各种网格资源的代理协调其资源分配决策,而无需承担assuming病毒的合作。网格任务代理购买资源以完成任务。网格资源代理向任务代理收取分配的资源容量。提出了两种与网格任务代理相关的优化问题。给定网格资源代理程序的定价策略,任务代理程序优化问题是在花费尽可能少的钱的情况下尽快完成其工作。给定完成工作所需的时间量,任务代理优化问题是将产生的成本降至最低。为解决网格任务代理资源分配问题,提供了一种价格导向的比例资源分配算法。进行了实验,以比较以价格为导向的资源分配与常规轮循分配的性能。实验结果表明,以价格为导向的分配具有比通常的循环分配更好的性能。 (C)2004 Elsevier B.V.保留所有权利。

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