1) fuzzy mapping
Fuzzy映象
1.
Utilizing this theorem,a fixed point theorem for mappings sequence is obtained,and the solutions for nonlinear equations sequence for fuzzy mappings are studied.
给出并证明了Menger PN-空间中一类具有(φ,Δ)-型概率收缩偶序列的非线性集值算子方程序列解的存在性及其迭代收敛定理,推广了张石生等人的结果,利用此定理,获得了一个映象序列的不动点定理,并研究了关于Fuzzy映象的非线性方程序列的解。
2.
A new class of completely generalized nonlinear implicit quasi-variational inclusions involving generalized m- accretive mappings for fuzzy mappings in q-uniformly smooth Banach space are introduced and studied.
通过建立q-一致光滑Banach空间中一类新的涉及Fuzzy映象及广义m-增生映象的完全广义非线性隐-拟变分包含,利用Nadler定理及广义m-增生映象的解算子技巧,构造了新的迭代算法。
2) generalized Kannan Fuzzy mapping
广义Kannan Fuzzy映象
3) g-nonexpansive type fuzzy mapping
g-非扩张型fuzzy映象
1.
In this paper,Wc bring forward the concept common fuzzy hybrid fixed point for a sequenee of fuzzymappings,Common fuzzy hybrid fixed point thorems of a sequenee of g-nonexpansive type fuzzy mappings are studied.
提出fuzzy映象序列的公共fuzzy混合不动点的概念，研究了g-非扩张型fuzzy映象序列的公共fuzzy混合不动点定理，我们所得的定理改进和推广了近期相关的重要结果。
4) Fuzzy mapping
Fuzzy映射
1.
Fuzzy Mapping and Product Fuzzy Measures;
Fuzzy映射和乘积Fuzzy测度
2.
The existence of the solution for a class of generalized strongly nonlinear quasi-variational inequality for Fuzzy mappings are discussed by using Nadler s theorem.
利用Nadler不动点定理,讨论了Fuzzy映射广义强非线性拟变分不等式的解的存在性问题。
3.
In this paper, We define the direct product of Fuzzy sets, introduce the concept of fuzzy topology on basic Fuzzy point space, discuss the condition of Fuzzy mapping continuity.
定义了基本Fuzzy点空间上的Fuzzy集的直积 ,引进了基本Fuzzy点空间上的Fuzzy拓扑概念 ,讨论了Fuzzy映射连续的条件 。
5) Fuzzy open mapping
Fuzzy开映射
6) L-fuzzy Mapping
L-fuzzy映射
1.
We obtain some decomposition theorems and representation theorems of L-fuzzy Mappings.
借助[3]中的Lβ和Lα集合套理论,引入Lβ集值映射套和Lα集值映射套概念,得出了L-fuzzy映射的分解定理和表现定理。
2.
In Chapter three,we investigate the closure operator in the view of the L-fuzzy mapping and study the related contents of closure operator in those subjects through the new viewpoints.
闭包算子这一概念出现在代数、拓扑和逻辑等学科中,本文第3章基于L-fuzzy映射的L-fuzzy闭包算子是从L-fuzzy映射出发来研究闭包算子,为代数、拓扑和逻辑等学科中与闭包算子相关的内容的研究提供了新的思路。
3.
In this paper,based on the L-fuzzy mapping and the image of L-fuzzy set,the L-fuzzy closure operator induced by the L-fuzzy mapping is given and its equivalent characterizations are obtained.
借助L-fuzzy映射和L-fuzzy集的像,给出了由L-fuzzy映射诱导的L-fuzzy闭包算子及其等价刻画。
补充资料：不象
1.犹言不好;不象话。
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