GABB Introduction

T. Mattson, David A. Bader, A. Buluç, J. Gilbert, Joseph E. Gonzalez, J. Kepner
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Abstract

The Basic Linear Algebra Subprograms (BLAS), introduced over 30 years ago, had a transformative effect on linear algebra. By building Linear Algebra algorithms from a common set of highly optimized building blocks, researchers spend less time mapping algorithms onto specific hardware features and more time on interesting new algorithms. Could the same transformation occur for Graph algorithms? Can Graph algorithm researchers converge around a core set of building blocks so we can focus more on algorithms and less on mapping software onto hardware? Graph Algorithms Building Blocks workshop (GAB'14) will address these questions. The workshop will open with a pair of talks that define a candidate set of graph algorithm building blocks that we call the “Graph BLAS”. With this context established, the reamining talks explore issues raised by these Graph BLAS, suggest alternative sets of low level building blocks, and finally consider lessons learned from past standards efforts. We will close with an interactive panel about our collective quest to standardize a set of core graph algorithm building blocks.
30多年前引入的基本线性代数子程序(BLAS)对线性代数产生了变革性的影响。通过从一组通用的高度优化的构建块构建线性代数算法,研究人员花费更少的时间将算法映射到特定的硬件功能,而将更多的时间花在有趣的新算法上。同样的转换会发生在图算法上吗?图算法研究人员能否集中在一组核心构建模块上,这样我们就可以更多地关注算法,而不是将软件映射到硬件上?图算法构建模块研讨会(GAB'14)将解决这些问题。研讨会将以两场演讲开始,这些演讲将定义一组候选的图算法构建块,我们称之为“图BLAS”。有了这样的背景,接下来的讨论将探讨由这些Graph BLAS提出的问题,提出可选择的低级构建块集,最后考虑从过去的标准工作中吸取的经验教训。我们将以一个互动小组结束,讨论我们对标准化一组核心图算法构建块的共同追求。
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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