1.
KKM Selection and KKM Theorems in G-convex Space;
G-凸空间中的KKM选择和KKM定理
2.
Minmax Theorems For Vector-valued Mappings on G-Convex Spaces(Ⅱ)
G-凸空间上的向量极小极大定理(Ⅱ)
3.
Selection Theorem、Coincidence Theorem and Vector Quasi-quilibrium Problem in Generalized Convex Spaces;
G-凸空间中的连续选择、重合点定理和向量拟均衡问题
4.
Generalized KKM Type Theorems and Generalized Vector Equilibrium Problems in G-convex Spacw;
G-凸空间中的广义KKM型定理及广义向量平衡问题
5.
KKM Type Theorems, Equilibrium Problems with Lower and Upper Bounds, Maximal Elements, Coincidence Theorems with their Applications in the G-convex Spaces;
G-凸空间中的KKM型定理，有上下界的平衡问题，极大元，重合点定理及其应用
6.
Study of the g-Frames and g-Riesz Bases;
Hilbert空间中g-框架及g-Riesz基的研究
7.
jut out or project in space.
在空间上突出或者凸出。
8.
metrizable locally convex space
可度量化局部凸空间
9.
ultrabornological locally convex space
超有界型局部凸空间
10.
uniformly convex normed linear space
一致凸赋范线性空间
11.
locally convex linear topological space
局部凸线性拓扑空间
12.
dual metric locally convex space
对偶度量局部凸空间
13.
E-Convex Sets, E-Convex Functions and E-Convex Programming in Linear Spaces;
序线性空间中E-凸集，E-凸函数，E-凸规划
14.
The Study of K Convexity and K Smoothness in Locally Convex Spaces;
局部凸空间K凸性与K光滑性的研究
15.
Equivalent Characterizations of Average Strong Convexity in Locally Convex Spaces
局部凸空间的平均强凸性的等价刻画
16.
Some Compact Uniformly Convexities and k-Drop Convexities in Orlicz Space
Orlicz空间的若干紧一致凸性和k-drop凸性
17.
It is clear that for any graph G the space R(G) and R(TG) are homeomorphic.
显然，对任意一个图G，空间r（G）和空间r（TG）是同胚的。
18.
About Non-regular N-Spaces and Characterization of Metrizable Spaces in Terms of g-function;
关于非正则的N-空间及度量空间的g-函数刻画