1) union-intersection-preserving mapping
并交映射
1.
Firstly, this paper discusses the representation theorems which based onunion-intersection-preserving mapping and intersection-union-preserving map-ping respectively, under the condition of which the membership degree’s lattice isonly complete lattice.
本文首先讨论在模糊集的值格仅为完备格时,分别基于并交映射和交并映射的模糊集表现定理。
2) intersection-union-preserving mapping
交并映射
1.
Chapter 2 is the investigation of representation theorems which respec-tively based on union-intersection-preserving mapping and intersection-union-preserving mapping.
本文首先讨论在模糊集的值格仅为完备格时,分别基于并交映射和交并映射的模糊集表现定理。
3) Union-Preserving Mapping
保并映射
1.
Some characteristic theorems of union-preserving mapping on lattices;
格上保并映射的若干特征定理
4) commuting maps
交换映射
1.
This paper applies compatible maps in lieu of commuting maps,and uses four functions as opposed to three.
该文用相容映射代替交换映射且使用的为 4个函数。
5) mapping orthogonality
映射正交
6) Meet-Preserving Mapping
保交映射
1.
Membership Functions of Fuzzy Union-Preserving Mapping and Fuzzy Meet-Preserving Mapping;
模糊保并、保交映射的隶属函数
补充资料：交并
1.交集。
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