赋范线性空间

还指出当X是赋范线性空间时，P-自反性和自反性是两个等价概念。

It is shown that the P-reflexivity and the reflexivity are two equivalent concepts when X is a normed linear space .

赋范线性空间中的最佳共逼近

Best Co - approximation in Normed Linear Space

Fuzzy赋范线性空间上的压缩映射原理

Contraction Mapping Principle in Fuzzy Normed Liner Space

文中给出了Fuzzy赋范线性空间上的压缩映射原理，并将其结果加以推广。

In this paper , contraction mapping principle in fuzzy normed linear space is given , and the assertion is generalized .

关于赋范线性空间中Chebyshev中心的存在性

On the Existence of Chebyshev Centers in Normed Linear Spaces

本文探讨赋范线性空间中的Chebyshev中心，给出了强唯一Chebyshev中心的特征和充分条件。

In this paper , we consider the chebyshev center in normed linear spaces , Characterization and sufficient conditions of strongly unique chebyshev center are given .

在复赋范线性空间X中考察了具限制系数的广义多项式集G对全有界序列（xv）的加权同时逼近问题。

This paper investigates the problem of the best weighted simultaneous approximation to totally bounded sequences ( x_v ) from a set G of generalized polynomials with restricted coefficients in complex normed linear spaces X.

对Minkowski空间（即实有限维的赋范线性空间）性质的研究在整个赋范线性空间的研究中占有相当重要的地位，一个世纪以来很多学者都对Minkowski空间的性质进行了深入的研究。

Properties of Minkowski spaces play an important role in the research of normed linear spaces , and are studied intensively during the last decade .

本文证明了Schur空间与有限维Banach空间的两个特征定理，并对赋范线性空间中的列收敛进行了讨论，得到了一些有趣的结果。

In this paper , we prove two characteristic theorems of Schur spaces and finite-dimensional Banach spaces , then we discuss the convergence of sequences in normed linear spaces and obtain some interesting results .

最后，在赋范线性空间中，通过弱拓扑性质的非标准刻划，简洁地证明了Eberlein－Ⅲ定理。

Finally , by the nonstandard description of the weak topological properties , Eberlein theorem is succinctly proved in the norm space .

关于概率赋范线性空间上的线性算子的一致收敛

On Uniform Convergence of Linear Operators on the Probabilistic Normed Space

赋范线性空间中度量投影半连续性的一种特征

A characteristic of the semi-continuity of the metric projections in Normed Linear Spaces

赋范线性空间的次内积与次正交性

Second-Inner Product and S Orthogonality in Normed Linear Spaces

随机赋范线性空间中的凸集与凸性

Convex Sets and Convexities in Random Normed Linear Spaces

赋范线性空间的范数序结构

The Norm Order Structure of the Normed Linear Space

概率赋范线性空间的不动点定理

Fixed point theorems in probabilistic normed linear spaces

模糊赋范线性空间的紧性与完备性

Compactness and Completeness of Fuzzy Normed Linear Space

模糊赋范线性空间的有界线性算子

Bound linear operation in fuzzy normed linear space

赋范线性空间的第二对偶空间

The Second Duals of the Normed Linear Spaces

赋范线性空间中的双正交系

The biorthogonal system in Normed Linear Spaces

概率赋范线性空间的商空间

Quotient Space of Probabilistic Wormed Linear Space

赋范线性空间中锥拟凸向量优化问题超有效解集的连通性

Connectedness of Super Efficient Solution Set of Cone Quasiconvex Vector Optimization in Normed Linear Space

有限维赋范线性空间的一个特征

One Characteristic of Finite-Dimension Normed Linear Spaces

赋范线性空间中的列收敛

Convergence of sequences in normed linear spaces

实赋范线性空间中K-正定算子方程的逼近解

Approximation of a Solution for a K-positive Definite Operator Equation in Real Separable Normed Linear Spaces

概率赋范线性空间中的一致有界原理

Uniformly bounded principle on PN spaces

赋范线性空间改赋等价一致凸或严格凸线性距离的充要条件

Necessary and Suffcient Conditions on Normed Linear Spaces having Equivalent Uniformly Convex or Strictly Convex Distances

赋范线性空间的伪光滑性

Pseudo & smooth normed linear spaces

讨论一致凸的赋范线性空间的一些性质及其应用，并给出相应结论的证明。

In this paper we give some properties results and proof of the uniformly convex spaces .

一致凸赋范线性空间

Uniformly convex normed linear space