赋范线性空间
- 网络normed linear space;normed space
![赋范线性空间](../cache/1604773.jpg)
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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 .
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赋范线性空间中的最佳共逼近
Best Co - approximation in Normed Linear Space
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Fuzzy赋范线性空间上的压缩映射原理
Contraction Mapping Principle in Fuzzy Normed Liner Space
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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 .
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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
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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 .
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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.
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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 .
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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 .
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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 .
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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
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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
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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
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随机赋范线性空间中的凸集与凸性
Convex Sets and Convexities in Random Normed Linear Spaces
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赋范线性空间的范数序结构
The Norm Order Structure of the Normed Linear Space
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概率赋范线性空间的不动点定理
Fixed point theorems in probabilistic normed linear spaces
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模糊赋范线性空间的紧性与完备性
Compactness and Completeness of Fuzzy Normed Linear Space
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模糊赋范线性空间的有界线性算子
Bound linear operation in fuzzy normed linear space
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赋范线性空间的第二对偶空间
The Second Duals of the Normed Linear Spaces
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赋范线性空间中的双正交系
The biorthogonal system in Normed Linear Spaces
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概率赋范线性空间的商空间
Quotient Space of Probabilistic Wormed Linear Space
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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
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有限维赋范线性空间的一个特征
One Characteristic of Finite-Dimension Normed Linear Spaces
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赋范线性空间中的列收敛
Convergence of sequences in normed linear spaces
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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
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概率赋范线性空间中的一致有界原理
Uniformly bounded principle on PN spaces
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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
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赋范线性空间的伪光滑性
Pseudo & smooth normed linear spaces
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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 .
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一致凸赋范线性空间
Uniformly convex normed linear space