处理器成本约束下独立任务的鲁棒处理器分配

Prasanna Sugavanam, H. Siegel, A. A. Maciejewski, Junxing Zhang, V. Shestak, Michael Raskey, Alan J. Pippin, Ron Pichel, Mohana Oltikar, Ashish M. Mehta, Panho Lee, Yogish G. Krishnamurthy, Aaron Horiuchi, Kumara Guru, Mahir Aydin, M. Al-Otaibi, Shoukat Ali
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引用次数: 7

摘要

在分布式异构计算系统中,资源具有不同的能力,任务具有不同的要求。在这种系统中使用的不同种类的机器通常根据它们的计算效率在美元成本上有所不同。Makespan(定义为整个任务集的完成时间)通常是优化的性能特性。资源分配通常基于对每一类机器上每个任务的计算时间的估计。因此,makespan对计算时间估计中的错误具有鲁棒性是很重要的。购买机器以供使用的美元成本可能是一种限制,因此只能购买可用机器的一个子集。本研究的目标是:(1)选择所有可用机器的一个子集,使机器的成本约束得到满足;(2)找到任务的静态映射,使期望的系统特征makespan的鲁棒性最大化,以应对任务执行时间估计的错误。本文提出并评价了解决该问题的六种启发式技术
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust Processor Allocation for Independent Tasks When Dollar Cost for Processors is a Constraint
In a distributed heterogeneous computing system, the resources have different capabilities and tasks have different requirements. Different classes of machines used in such systems typically vary in dollar cost based on their computing efficiencies. Makespan (defined as the completion time for an entire set of tasks) is often the performance feature that is optimized. Resource allocation is often done based on estimates of the computation time of each task on each class of machines. Hence, it is important that makespan be robust against errors in computation time estimates. The dollar cost to purchase the machines for use can be a constraint such that only a subset of the machines available can be purchased. The goal of this study is to: (1) select a subset of all the machines available so that the cost constraint for the machines is satisfied, and (2) find a static mapping of tasks so that the robustness of the desired system feature, makespan, is maximized against the errors in task execution time estimates. Six heuristic techniques to this problem are presented and evaluated
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