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Obtaining Optimal Thresholds for Processors with Speed-Scaling

机译:通过速度缩放获得处理器的最佳阈值

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In this research we consider a processor that can operate at multiple speeds and suggest a strategy for optimal speed-scaling. While higher speeds improve latency, they also draw a lot of power. Thus we adopt a threshold-based policy that uses higher speeds under higher workload conditions, and vice versa. However, it is unclear how to select “optimal” thresholds. For that we use a stochastic fluid-flow model with varying processing speeds based on fluid level.First, given a set of thresholds, we develop an approach based on spectral expansion by modeling the evolution of the fluid queue as a semi-Markov process (SMP) and analyzing its performance. While there are techniques based on matrix-analytic methods and forward-backward decomposition, we show that they are not nearly as fast as the spectral-expansion SMP-based approach. Using the performance measures obtained from the SMP model, we suggest an algorithm for selecting the thresholds so that power consumption is minimized, while satisfying a quality-of-service constraint. We illustrate our results using a numerical example.
机译:在这项研究中,我们考虑了可以以多种速度运行的处理器,并提出了最佳速度缩放的策略。更高的速度可以改善延迟,但它们也可以消耗很多功率。因此,我们采用了基于阈值的策略,该策略在更高的工作负载条件下使用更高的速度,反之亦然。但是,尚不清楚如何选择“最佳”阈值。为此,我们使用了一种随机流体模型,该模型具有基于流体液位变化的处理速度。首先,给定一组阈值,我们通过将流体队列的演化建模为半马尔可夫过程来开发一种基于频谱扩展的方法( SMP)并分析其性能。虽然有一些基于矩阵分析方法和前向后分解的技术,但我们证明它们的速度不及基于频谱扩展SMP的方法快。使用从SMP模型获得的性能指标,我们建议一种用于选择阈值的算法,以便在满足服务质量约束的同时将功耗降至最低。我们使用一个数值示例来说明我们的结果。

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