1) sequence of normed spaces
赋范空间序列
2) locally convex space with countable seminorm
赋可列半范空间
4) normed space
赋范空间
1.
Error bounds for convex multifunctions in normed spaces;
赋范空间上凸多值映射的误差界(英文)
2.
Naught space properties of compact linear operator in normed space;
赋范空间上紧线性算子零空间的性质
5) normal biorder normed space
标准双序赋范空间
1.
In this paper,we introduce the concept of the normal biorder normed space,and provide some necessary or sufficient conditions under which a normed linear space is normal,and prove the biorder positive decomposition of continuous linear functionals.
引入一类新的空间概念—标准双序赋范空间，讨论了双序赋范线性空间为标准双序赋范空间的充要条件，证明了标准双序赋范空间中每一个连续线性泛函均能分解为两个单调连续线性泛函之差。
6) β normed space
赋β-范空间
1.
Next a generalized form of the uniform boundedness principle is set up on a second category β normed space.
接着在第二纲的赋β-范空间上 ,建立起一致有界原理的一种推广形式 ,其中涉及到的球族不必同心 。
2.
In this paper, the λ property in normed spaces is extended to the β normed spaces, the representation of the extreme points of a class of β normed spaces is given, and some spaces are proved to have the λ property.
将赋范空间中的λ－性质推广到赋β－范空间，同时给出了赋β－范空间中单位球的端点形式，并给出了一些具有λ－性质的空
补充资料：赋范空间
赋范空间
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斌范空I’N[加的侧纽只，沈;加opM即0~oe npoc，皿c，01 实或复数域上具有一个特定范数的向，空间(vec-tor sPace)，E .A.几p叫撰葛显良译
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