Multi-valued Modal Fixed Point Logics for Model Checking

Koki Nishizawa
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Abstract

In this paper, I will show how multi-valued logics are used for model checking. Model checking is an automatic technique to analyze correctness of hardware and software systems. A model checker is based on a temporal logic or a modal fixed point logic. That is to say, a system to be checked is formalized as a Kripke model, a property to be satisfied by the system is formalized as a temporal formula or a modal formula, and the model checker checks that the Kripke model satisfies the formula. Although most existing model checkers are based on 2-valued logics, recently new attempts have been made to extend the underlying logics of model checkers to multi-valued logics. I will show these new results.
模型检验的多值模态不动点逻辑
在本文中,我将展示如何将多值逻辑用于模型检查。模型检验是一种自动分析硬件和软件系统正确性的技术。模型检查器基于时间逻辑或模态不动点逻辑。也就是说,一个被检查的系统被形式化为一个Kripke模型,一个系统要满足的性质被形式化为一个时间公式或一个模态公式,模型检查器检查Kripke模型是否满足该公式。尽管大多数现有的模型检查器是基于2值逻辑的,但最近已经有新的尝试将模型检查器的底层逻辑扩展到多值逻辑。我将展示这些新的结果。
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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