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propositional variable相关的网络例句

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fuzzy reasoning and fuzzy propositional logic are topics of general interest in many-valued logic.

模糊命题逻辑系统和模糊推理是多值逻辑研究的热点课题。

This text will first introduce you one branch of symbolic logic,what is generally called sentential,or propositional,logic.

本课首先将向你介绍符号逻辑的一个分支,即通常认为成为的句子逻辑或命题逻辑。

The last part is analysis of dyadic normative propositional logic from the scienceof law.

第五部分主要从法律角度对二元规范命题逻辑做一些简要的评论。

Using propositional logic to represent knowledge about color, a retrieval method that uses textual word is presented.

从颜色信息出发,构造一组关于颜色搭配和颜色象征含义的图象特征,使用命题逻辑表达有关色彩的知识,提供一种使用词语的图象检索方法。

These completeness results further make a great improve on the lattice-valued propositional logic system LP .

这些研究结果进一步丰富和完善了格值命题逻辑系统LP。

And obviously p,q/r is not valid according to the canons of propositional logic.

两个论证都必须简单地符号化为p,q/r,因为他们每一个都只包含有三个不同的非复合句子,并且很明显p,q/r的形式按照命题逻辑的原则不是有效的。

A kind of calculus method that is used to determine the truth-values of propositional logic formulae by means of the dynamic neural networks is proposed. It is not necessary that the formulae be simplified into normal form.

提出一种利用神经逻辑单元动态地构造神经网络的算法来对一些逻辑系统中的逻辑公式的真值进行计算。

Two-valued logic with elements "0","1" is well-known to everyone and it provides the implementations for studying propositional logic and logical networks.

包含"0","1"两个元素的布尔代数已为人们所熟知,它给命题演算和对逻辑网络的研究提供了很好的工具。

Early in 1952 Rosser and Turquette proposed the idea of distinguishing reliabilities of formulas in the propositional logic, and this idea was discussed and developed by many scholars from different points of view.

关于区分命题逻辑中公式可靠程度的思想早在1952年就由Rosser与Turequtte提出,多年来许多学者从不同的角度提出了确定这类公式真确程度的方法。

After the integrated semantic theory, Professor Wang Guojun proposed the theory of truth degree of formulas in two-valued propositional logic.

建立了积分语义学之后,王国俊教授在经典的二值命题逻辑中建立了命题的真度理论。

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