开映射定理

Fuzzy开映射定理

Fuzzy Open Mapping Theorem

算子的对偶特征与开映射定理

Dual charaters of operators and open mapping theorem

G空间与开映射定理

G - spaces and the open MAPP in G theorem

Browder建立的广义拓扑度的一些性质，得到了一类单调型映射的开映射定理；

And provides an open map theorem for a class of monotone mappings .

研究了次范整线性空间的性质，引入Q空间的概念，将泛函分析学中的开映射定理、逆算子定理与闭图象定理推广到次范整线性空间之中。

Some properties of sub-normed linear spaces are discussed and by introducing the concept of a Q-space , analogues of the inverse operator theorem , the open mapping theorem and the closed graph theorem are established in sub-normed linear space setting .

闭图像定理、开映射定理和等度连续定理是泛函分析三大基本原理。

Closed graph theorem , open mapping theorem and equicontinuity theorem are the three basic principles of the theory of functional analysis .

深化算子的开映射定理，对偶地定义了算子的闭映射与弱闭映射，并讨论了相关的若干性质。

Deepen the open mapping theorem , define the closed mapping and the weakly closed mapping under antithesis , and also discuss some of their related properties .

在已有文献所提出的Z-空间的基础上，提出了B-Z-空间的概念，并将泛函分析中的开映射定理和逆算子定理推广到Z-空间之中。

Based on Z-Spaces presented by former literatures , this paper puts forward the concept of B - Z-Spaces on the base , and extends the open shine upon theorem and the converse operator theorem in Z-Spaces .