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Using focused regression for accurate time-constrained scaling of scientific applications

机译:使用集中回归来精确限制时间的科学应用规模

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Many large-scale clusters now have hundreds of thousands of processors, and processor counts will be over one million within a few years. Computational scientists must scale their applications to exploit these new clusters. Time-constrained scaling, which is often used, tries to hold total execution time constant while increasing the problem size along with the processor count. However, complex interactions between parameters, the processor count, and execution time complicate determining the input parameters that achieve this goal. In this paper we develop a novel gray-box, focused regression-based approach that assists the computational scientist with maintaining constant run time on increasing processor counts. Combining application-level information from a small set of training runs, our approach allows prediction of the input parameters that result in similar per-processor execution time at larger scales. Our experimental validation across seven applications showed that median prediction errors are less than 13%.
机译:现在,许多大型集群都具有成千上万个处理器,并且在几年内处理器数量将超过一百万。计算科学家必须扩展其应用程序才能利用这些新集群。时间约束缩放通常被使用,它试图使总执行时间保持恒定,同时增加问题的大小和处理器数量。但是,参数,处理器数量和执行时间之间的复杂交互使确定实现此目标的输入参数变得复杂。在本文中,我们开发了一种新颖的灰箱,基于焦点的回归方法,该方法可帮助计算科学家在不断增加的处理器数量上保持恒定的运行时间。结合少量训练运行中的应用程序级别信息,我们的方法可以预测输入参数,从而在较大规模下实现相似的每处理器执行时间。我们对七个应用程序的实验验证表明,中值预测误差小于13%。

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