Array dataflow analysis for polyhedral X10 programs

Tomofumi Yuki, P. Feautrier, S. Rajopadhye, V. Saraswat
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引用次数: 34

Abstract

This paper addresses the static analysis of an important class of X10 programs, namely those with finish/async parallelism, and affine loops and array reference structure as in the polyhedral model. For such programs our analysis can certify whenever a program is deterministic or flags races. Our key contributions are (i) adaptation of array dataflow analysis from the polyhedral model to programs with finish/async parallelism, and (ii) use of the array dataflow analysis result to certify determinacy. We distinguish our work from previous approaches by combining the precise statement instance-wise and array element-wise analysis capability of the polyhedral model with finish/async programs that are more expressive than doall parallelism commonly considered in the polyhedral literature. We show that our approach is exact (no false negative/positives) and more precise than previous approaches, but is limited to programs that fit the polyhedral model.
阵列数据流分析多面体X10程序
本文讨论了一类重要的X10程序的静态分析,即具有完成/异步并行性、仿射循环和多面体模型中的数组参考结构的程序。对于这样的程序,我们的分析可以证明程序何时是确定的或标志比赛。我们的主要贡献是(i)将数组数据流分析从多面体模型适应到具有完成/异步并行性的程序,以及(ii)使用数组数据流分析结果来证明确定性。我们通过将多面体模型的精确语句实例和数组元素分析能力与完成/异步程序相结合,将我们的工作与以前的方法区分开来,这些程序比多面体文献中通常考虑的doall并行性更具表现力。我们表明,我们的方法是精确的(没有假阴性/阳性),比以前的方法更精确,但仅限于适合多面体模型的程序。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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