Algebraic structure of the disturbing fuzzy propositional logic and the properties of its generalized tautology 扰动模糊命题逻辑的代数结构及其广义重言式性质
The concept of hx ring was raised firstly in the paper [ 3 ] paper [ 6 ] [ 7 ] studied normal hx ring and uniform hx ring 文考虑了代数结构的提升问题，首次提出了幂环的概念。
It consists of two parts : part i is on the structure of r0 algebra , and par on the undeterministic reasoning 文章分为两个部分：第一部分主要研究了二维空间上r _ 0代数结构。
In order to study r0 algebra structure algebra , where r0 algebra is two - dimensional , we introduce middle point concept 第二部分讨论了不确定性推理。为了研究r _ 0代数结构，我们引入了中点的概念。
Lattice is an important kind of algebraic structure . in our life , many phenomena can be described by lattice , especially non - comparability 格是一类重要的代数结构，现实世界中的许多现象都可以用格来刻画，尤其是不可比较性。
The lattice is a kind of important algebraic structure . in our life , many phenomena can be described by lattice , especially non - comparability 格是一类重要的代数结构，现实世界中的很多现象都可以用格来刻画，尤其是不可比较性。
The paper is theoretically based on modern network optimization , including graph theory , optimization , operation research , network management 本文的理论基础是现代网络优化理论，其中包括图论、最优化方法、运筹学、离散数学及代数结构学。
In this paper , the main purpose is to study ( strong ) completely normal separation axiom in l - topological spaces and several algebra structures on l - fuzzy algebra 本文主要是研究l -拓扑空间的(强)完全正规分离性和l - fuzzy代数中的若干代数结构。
We extend the signed distance and ranking of the fuzzy numbers on r = ( - , ) in yao and wu [ 18 ] to those of the fuzzy sets on r and consider its algebraic structure 摘要我们将19的有号距离和在实数轴上模糊数的排序推广且考虑它的代数结构。
1 . studied the axioms of lattice implication algebra , the axioms which can construct a lattice implication algebra on a set without any algebraic structure were given . 2 研究了格蕴涵代数的公理体系，给出了一组在没有任何代数结构的集合上建立格蕴涵代数的等价公理。
