1) weakly A-proper mappings
弱A-proper映象
3) random multivalued A-proper mappings
随机集值A-proper映象
1.
We introduced the topological degree for the random multivalued A-proper mappings, usingit we obtained some random fixed points theorems.
本文引入随机集值A-proper映象的随机广义拓扑度的定义,由此得到一些新的随机不动点和随机固有元定理。
4) A-proper mapping
A-proper映射
1.
As an application, the generalized topological degree theory for generalized A-proper mappings and some famous fixed point theorems can be extended.
作为广义Schauder基的应用,还推广了A-proper映射的广义拓扑度和一些著名的不动点定理。
2.
Utilizing the properties of the topological degree for the A-proper mapping in the Probabilistic Metric Spaces,the paper studies the fixed point of nonlinear operator in the projection complete Z-P-S space,and some new results are obtained.
利用概率度量空间中A-proper映射拓扑度的基本性质,在投影完备的Z-P-S空间中研究了非线性映射的不动点问题,得到了一些新的结果。
6) weakly compatible mapping
弱相容映象
1.
The concepts of compatible mappings and weakly compatible mappings in multi-valued case in Menger PM-spaces were introduced,and the relation between them was studied.
引进了Menger PM-空间中多值情形下的相容映象和弱相容映象概念,并研究了二者之间的联系。
补充资料：映象
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参考词条