基于逻辑变换和编码理论的布尔可满足性框架

D. Pradhan
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引用次数: 4

摘要

本文提出了一种求解布尔可满足性问题的新框架。第一种方法是基于一定的结构分析,使用电路表示法。在这里,我们将给定的CNF转换为基于可测试性驱动的转换和优化的多电平电路,然后应用作者开发的测试技术来验证SAT。该测试技术基于先前提出的验证工具VERILAT开发的概念。然后推导出某些代数编码理论结果,提供了SAT问题解的数量的下界。这些提出的框架具有提供新的理论见解的真正潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Logic transformation and coding theory-based frameworks for Boolean satisfiability
This paper proposes a new framework to the solution of Boolean Satisfiability. The first approach is based on certain structural analysis using circuit representation. Here, we convert the given CNF into multilevel circuits based on testability-driven transformation and optimization, and then apply a test technique developed by the authors to verify SAT. This test technique is based on the concepts developed by an earlier-proposed verification tool, VERILAT. Certain algebraic coding theory results are then derived that provide a lower bound on the number of solutions to SAT problems. These proposed frameworks have a real potential for providing new theoretical insights.
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