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Measuring Formula-Variable Relevance in Four-Valued Logic by Forgetting

机译:通过遗忘测量四维逻辑中的公式 - 变量相关性

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This paper discusses an approach to evaluate the relevance between a formula and a variable in it under the four-valued semantics. In the existing literature, for the classical two-valued propositional logic, there are definitions of whether a variable is independent to a certain formula. These definitions are based on forgetting, which is an operation to maintain and manage knowledge bases. Forgetting has its semantic connections with relevance. In the previous work in which the authors of this paper participated, an approach of quantitatively defining formulavariable relevance in two-valued propositional logic was proposed, which not only gave the judgement of relevant or not, but also gave a measurement of how relevant they are (i.e., the degree of relevance), also using the tool of variable forgetting. In this paper, we adapt the method to four-valued logic. Because forgetting has not been defined in four-valued logic yet, our first step is to define forgetting in four-valued logic. Then we will define formula-variable relevance quantitatively in four-valued logic. It will be a tool for the management of the knowledge bases under four-valued logic.
机译:本文讨论了一种评估了在四维语义下它的公式和变量之间的相关性的方法。在现有文献中,对于经典的双值命题逻辑,有定义变量是否独立于某个公式。这些定义基于遗忘,这是维护和管理知识库的操作。忘记具有与相关性的语义连接。在本文作者参与的工作中,提出了一种定量定义双重命题逻辑中惯性相关性的方法,这不仅给出了相关判断,而且还给出了它们的判断(即,相关程度),也使用变量遗忘的工具。在本文中,我们将该方法调整为四价逻辑。因为遗忘尚未在四价逻辑中定义,但我们的第一步是在四价逻辑中定义遗忘。然后我们将定量定量在四价逻辑中定义公式变量相关性。它将是在四维逻辑下管理知识库的工具。

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