Parallel program = operator + schedule + parallel data structure

K. Pingali
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Abstract

Summary form only given. Multicore and manycore processors are now ubiquitous, but parallel programming remains as difficult as it was 30-40 years ago. In this talk, I will argue that these problems arise largely from the computation-centric abstractions that we currently use to think about parallelism. In their place, I will propose a novel data-centric foundation for parallel programming called the operator formulation in which algorithms are described in terms of unitary actions on data structures. This data-centric view of parallel algorithms shows that a generalized form of data-parallelism called amorphous data-parallelism is ubiquitous even in complex, irregular graph applications such as mesh generation and partitioning algorithms, graph analytics, and machine learning applications. Binding time considerations provide a unification of parallelization techniques ranging from static parallelization to speculative parallelization. We have built a system called Galois, based on these ideas, for exploiting amorphous data-parallelism on multicores and GPUs. I will present experimental results from our group as well as from other groups that are using the Galois system.
并行程序=运算符+调度+并行数据结构
只提供摘要形式。多核和多核处理器现在无处不在,但并行编程仍然像30-40年前一样困难。在这次演讲中,我将指出,这些问题主要来自于我们目前用来思考并行性的以计算为中心的抽象。在它们的位置上,我将提出一种新的以数据为中心的并行编程基础,称为算子公式,其中算法是根据数据结构上的统一动作来描述的。这种以数据为中心的并行算法视图表明,即使在复杂的不规则图形应用程序(如网格生成和划分算法、图形分析和机器学习应用程序)中,称为无定形数据并行的广义数据并行形式也无处不在。绑定时间方面的考虑提供了从静态并行到推测并行的并行化技术的统一。基于这些想法,我们建立了一个名为Galois的系统,用于在多核和gpu上开发无定形数据并行性。我将展示我们小组以及其他使用伽罗瓦系统的小组的实验结果。
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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