Firstly, on the basis of implication, originating from the limited Disturbing Fuzzy Propositional logic, discusses its logic algebra and the properties of its generalized tautology.
首先以蕴涵算子为基础从有限扰动模糊命题逻辑出发，讨论其逻辑代数及广义重言式的性质。
Now, studies about fuzzy logic, quantum logic and the corresponding algebra systems are very active in non-classical logic.
模糊逻辑与量子逻辑以及它们相应的代数系统是目前非经典逻辑体系中非常活跃的研究分支。
Its fuzzy knowledge representation, fuzzy relational algebra and the inaccurate reasoning implementation policies are described in detail.
详细介绍了其模糊知识表示、模糊关系代数及不精确推理的实现策略。
With the definition about reasonable complement operation of the fuzzy rough set, a expanded rough set algebra is constructed by using the method of formula.
定义了模糊粗糙集合理的补运算，从而利用公理化方法构造出推广了的粗糙集代数。
Based on this, the fuzzy rough set algebra is defined, and some simple properties of the fuzzy rough set algebra are discussed.
在此基础上定义了模糊粗糙集代数，并讨论了模糊粗糙集代数的简单性质。
Moreover, a fuzzy inference mechanism was developed to form the core of fuzzy expert system frame, which could be realized through linear fuzzy matrix algebra.
此外，还开发了用以形成模糊专家系统框架核心的推理机制，并通过线性模糊矩阵代数运算予以实现。
With the help of fuzzy calendar algebra and fuzzy operators, it is easy to describe desired temporal requirements.
借助模糊概念和模糊运算，对时间区间的描述很容易实现。
Abstract With the help of fuzzy calendar algebra and fuzzy operators, it is easy to describe desired temporal requirements.
借助模糊概念和模糊运算，对时间区间的描述很容易实现。
Abstract With the help of fuzzy calendar algebra and fuzzy operators, it is easy to describe desired temporal requirements.
借助模糊概念和模糊运算，对时间区间的描述很容易实现。
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