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1·Naught space properties of compact linear operator in normed space;

证明了模糊赋范空间上有界线性算子的一个保范延拓定理。

2·Mathematical Methods: Linear Algebra, Normed Spaces, Distributions, Integration.

数学方法：线性代数，赋范空间，分布，积分。

3·Part 4 to characterizations for a complete random normed module to be random reflexive;

关于完备随机赋范模为随机自反空间的特征化定理；

4·Finally, the existence of symmetry biorthogonal elements in some classical normed Spaces is proved.

最后，证明了在一些经典赋范空间中对称性的双正交元存在。

5·In this paper, some properties of translation and application for ball in normed linear space are given.

给出了线性赋范空间中球的几个平移性质及其应用。

6·This article mainly discussed the problem about the characterization of Uniformly convex 2-normed Spaces.

本文主要给出了刻画一致凸的2—范空间的特征。

7·We will describe how the instrument was developed and normed, and present some psychometric properties of the instrument.

我们将描述如何开发并赋范文书，并提出了一些心理特性的工具。

8·Conclusion It has been shown that some concepts and results in a normed space can be similarly established in a generalized fuzzy normed space.

存在不完备的广义模糊赋范空间。结论说明赋范空间中的一些概念和结果可类似的在广义模糊赋范空间中建立。

9·This paper studies a fuzzy norm and its stratified properties. the completeness and separability of stratified space of fuzzy normed space are discussed.

摘要研究一类模糊范数及其层次结构性质，对模糊赋范空间的层次空间的完备性、分离性等性质进行了讨论。

10·The random dual Spaces of a class of quasi-normed Spaces is given. The completeness of the Spaces having bounded operators all most everywhere has also been proved.

表示出了一类赋准范空间的随机对偶空间，并证明这类赋准范空间之间，几乎处处有界线性算子所组成空间的完备性。

赋范的

1·This paper studies a fuzzy norm and its stratified properties. the completeness and separability of stratified space of fuzzy normed space are discussed.

摘要研究一类模糊范数及其层次结构性质，对模糊赋范空间的层次空间的完备性、分离性等性质进行了讨论。

2·In this paper we have discussed the characterizations of inner product Spaces by using several different concepts of orthogonality in normed linear Spaces which have been given by various authors.

本文讨论了利用线性赋范空间中已知的几种正交性概念来给出内积空间的某些特征。

3·During studying the geometry of normed Spaces, a potential subject is looking for a new concept in more general Spaces to replace the concept of orthogonality in Euclidean space.

在赋范空间几何学的研究中，一个潜在的主题就是在更为一般的空间中寻找一个新的概念来替代欧式空间中的正交性。

4·Finally, the existence of symmetry biorthogonal elements in some classical normed Spaces is proved.

最后，证明了在一些经典赋范空间中对称性的双正交元存在。

5·Mathematical Methods: Linear Algebra, Normed Spaces, Distributions, Integration.

数学方法：线性代数，赋范空间，分布，积分。