SAT中一个泛型函数的优化

Alexander Nadel
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引用次数: 4

摘要

本研究的目标是提高目前基于SAT的优化问题解决方案的可扩展性,并为在实践中扩展SAT可解决的优化问题范围铺平道路。假设OptSAT是一个给定可满足命题公式f的通用伪布尔函数的优化问题。我们引入了一种增量的、随时不完全的算法来求解OptSAT,称为Polosat。我们表明,将Polosat集成到最先进的开源MaxSAT求解器中可以显著提高求解器的性能。此外,我们证明了Polosat大大提高了工业放置工具的解决方案质量,其中放置是芯片设计物理设计阶段的子阶段。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On Optimizing a Generic Function in SAT
The goal of this study is to improve the scalability of today's SAT-based solutions for optimization problems and to pave the way towards extending the range of optimization problems solvable with SAT in practice. Let OptSAT be the problem of optimizing a generic Pseudo-Boolean function, given a satisfiable propositional formula F. We introduce an incremental and anytime incomplete algorithm for solving OptSAT, called Polosat. We show that integrating Polosat into a state-of-the-art open-source anytime MaxSAT solver significantly improves the solver's performance. Furthermore, we demonstrate that Polosat substantially improves the solution quality of an industrial placement tool, where placement is a sub-stage of the physical design stage of chip design.
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