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Extension of the working set for modeling spatial locality inprogram behavior

机译:扩展工作集以对程序行为中的空间局部性进行建模

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The paper extends the definition of the working set for modelingnspatial locality in program behavior, and it presents theoreticalnresults. One of the theoretical results is that the working set basednhit ratio can be given by the time or ensemble averages of thendistributions of the interreference interval. We also present, as antheorem, that the average number of unique blocks in the extendednworking set can be given by the sum of the miss ratios. We derive anmathematical formula to calculate the hit ratio for Markov Chains. Ankind of random walk is examined as an example of program behavior. Thenaverage number of unique blocks of a given block size in the extendednworking set is used for comparison with other empirical observations.nThe comparison had good agreement with our random walk model of programnbehavior and the empirical observations
机译:本文扩展了对程序行为的空间局部性进行建模的工作集的定义,并给出了理论结果。理论结果之一是,基于工作集的命中率可以通过相互参照间隔的时间分布或集合平均值来给出。作为定理,我们还提出,可以通过未命中率之和给出扩展工作集中唯一块的平均数量。我们导出一个数学公式来计算马尔可夫链的命中率。作为程序行为的示例,考察了随机游走的种类。然后将扩展工作集中给定块大小的唯一块的平均数量与其他经验观察进行比较。n该比较与我们的程序行为的随机游走模型和经验观察具有良好的一致性。

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