1) Menger probabilistic normed space
Menger概率赋范空间
1.
The purpose of this paper is to introduce the coucept of probabilistic contractor couple in Menger probabilistic normed spaces and to study the existence and uniqueness of solutions for a system of nonlinear operator equations with probabilistci contractor couples in Menger probabilistic normed spaces.
本文在Menger概率赋范空间中引入概率收缩偶的概念,研究了Menger概率赋范空间中具概率收缩偶的非线性方程组的解的存在性与唯一性,发展和改进了文献[1～3]的相应结果。
2) Menger Probabilistic Normed Linear Space
Menger概率赋范线性空间
3) intuitionistic Menger normed space
直觉Menger赋范空间
4) probabilistic normed space
概率赋范空间
1.
S-convex and K-convex in a probabilistic normed space;
概率赋范空间的S-凸和K-凸
2.
This paper proves that every probabilistic contraction map from E to E has a unique fixed point, where E is a complete and uniformly local semi-convex probabilistic normed space, and obtains a fixed point theorem in metric linear spaces.
证明了完备的一致局部半凸概率赋范空间上的概率压缩映象必有唯一不动点,得到了一类度量线性空间中关于伪范数族一致压缩映象的不动点定理。
5) Menger probabilistic metric space
Menger概率度量空间
1.
This dissertation deals with some new fixed point theorems in Menger probabilistic metric spaces, which include common fixed point theorems of weakly compatible mappings under strict contractive conditions and common fixed point theorems of compatible and weakly compatible mappings underφ-contractive conditions.
本文研究Menger概率度量空间中某些新的不动点定理，主要包括严格压缩条件下的弱相容映射的公共不动点定理和φ-压缩条件下的相容和弱相容映射的公共不动点定理。
6) Normal probabilistic metric space
正态概率赋范空间
补充资料：赋范空间
赋范空间
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斌范空I’N[加的侧纽只，沈;加opM即0~oe npoc，皿c，01 实或复数域上具有一个特定范数的向，空间(vec-tor sPace)，E .A.几p叫撰葛显良译
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