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Study of Fine-grained Nested Parallelism in CDCL SAT Solvers

机译:CDCL SAT溶剂中细粒嵌套并联性的研究

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摘要

Boolean satisfiability (SAT) is an important performance-hungry problem with applications in many problem domains. However, most work on parallelizing SAT solvers has focused on coarse-grained, mostly embarrassing, parallelism. Here, we study fine-grained parallelism that can speed up existing sequential SAT solvers, which all happen to be of the so-called Conflict-Directed Clause Learning variety. We show the potential for speedups of up to 382x across a variety of problem instances. We hope that these results will stimulate future research, particularly with respect to a computer architecture open problem we present.
机译:布尔满足性(SAT)是许多问题域中的应用程序的重要性饥饿问题。 然而,大多数关于SAT SOLVERs的工作都集中在粗粒,大多是令人尴尬的平行中。 在这里,我们研究了可以加速现有的连续饱和宿主的细粒度并行,这一切都恰好是所谓的冲突的引导条款学习品种。 我们在各种问题实例中展示了高达382倍的潜力。 我们希望这些结果将促进未来的研究,特别是对于我们所呈现的计算机架构公开问题。

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