1) fuzzifying super-net
不分明化超网
2) fuzzifying super-filter
不分明化超滤子
1.
Meanwhile,we give the definitions of fuzzifying super-filter and super-net and prove the equal relations of limit piont sets and adhere point sets of super-filter with the semantics.
本文在[1]的不分明化拓扑新定义基础上,给出了不分明化滤子的定义,并且用逻辑的语义方法讨论了它的若干性质;之后讨论了子网和网的关系;最后给出了不分明化超滤子与超网的定义,同时用逻辑的语义方法证明了超滤子的极限点集与附贴集的等价关系。
3) fuzzifying rings
不分明化环
1.
Fuzzifying Rings Based on Continuous Valued Logic;
基于连续值逻辑上的不分明化环
2.
In this paper, we use the semantic method of continuous valued logic which has been proposed by professor Mingsheng Ying in early 1990 s to introduce the so called fuzzifying rings concept, and discuss some of its algebraic properties.
运用应明生教授于 90年代早期提出的连续值逻辑语义的方法引入了不分明化环的概念 ,并且讨论了它的若干性
4) fuzzifying groups
不分明化群
1.
In this paper,we introduce the concept of fuzzifying groups based on many valued logic and investigate some algebraic properties of normal subgroups,coset and homomorphism.
给出了基于多值逻辑上的不分明化群的概念，从一个新的方向讨论了模糊代数结构，研究了正规子群、陪集和同态映射等代数性质。
5) L-fuzzifying ring
L-不分明化环
6) fuzzifying filter
不分明化滤子
1.
In this paper,we give the definition of fuzzifying filter, and study its properities with the semantics and the relations between subnet and net.
本文在[1]的不分明化拓扑新定义基础上,给出了不分明化滤子的定义,并且用逻辑的语义方法讨论了它的若干性质;之后讨论了子网和网的关系;最后给出了不分明化超滤子与超网的定义,同时用逻辑的语义方法证明了超滤子的极限点集与附贴集的等价关系。
补充资料：城域网(见计算机网络)
城域网(见计算机网络)
metropolitan area network, MAN
ehengyuwQng城域网(metropolitan area netwo次，MAN)分布范围可覆盖几个街区到整个城市的计算机网络。见计算机网络。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条