基于拉伸和压缩的重调度技术,用于在能量限制下最小化多核处理器上dag的执行时间

David King, I. Ahmad, Hafiz Fahad Sheikh
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引用次数: 18

摘要

给定一个由有向无环图(DAG)和能量约束表示的并行程序的初始调度,问题是如何通过使用动态电压缩放有效地确定哪些节点(任务)可以被惩罚(减慢)。由此产生的具有严格的能量预算的重新计划长度应该与具有充分能量的原始计划相比具有最小的扩展量。我们提出了三个静态方案,旨在实现这一目标。每个方案都包括提交一个时间表,要么是概念上的“拉伸”(开始任务时向所有核心提供最大电压,然后有条不紊地降低电压),要么是“压缩”(开始任务时向所有核心提供最低电压,然后有条不紊地提高电压)。复杂性是由于任务的相互依赖性而产生的。我们提出了一些方法,通过分析DAG和确定图中节点的“影响因子”来有效地得出这些发现,以指导调度朝着预期目标前进。通过对单独拉伸和单独压缩算法的比较,可以得出第三种算法,该算法采用调度“压缩”,但在每次连续的电压调整之后重新调度所有内核。详细的仿真实验证明了各种任务和处理器参数对所提算法性能的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stretch and compress based re-scheduling techniques for minimizing the execution times of DAGs on multi-core processors under energy constraints
Given an initial schedule of a parallel program represented by a directed acyclic graph (DAG) and an energy constraint, the question arises how to effectively determine what nodes (tasks) can be penalized (slowed down) through the use of dynamic voltage scaling. The resulting re-schedule length with a strict energy budget should have a minimum amount of expansion compared to the original schedule achieved with full energy. We propose three static schemes that aim to achieve this goal. Each scheme encompasses submitting a schedule to either a conceptual “stretch” (starting tasks with a maximum voltage supplied to all cores followed by methodical voltage reductions) or “compress” (starting tasks with a minimum voltage supplied to all cores followed by methodical voltage boosts). The complexity arises due to the inter-dependence of tasks. We propose methods that efficiently make such findings by analyzing the DAG and determining the “impact factor” of a node in the graph for the purpose of guiding the schedule toward the desired goal. The comparison between the stretch-alone and compress-alone based algorithms leads to a third algorithm that employs schedule “compression,” but reschedules all cores following each successive voltage adjustment. Detailed simulation experiments demonstrate the effect of various task and processor parameters on the performance of the proposed algorithms.
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