1.
Strong S completely regular and strong S completely normal spaces;
强S-完全正则与强S-完全正规空间
2.
Fuzzy Topological Spaces and Bitopological Spaces
不分明拓扑空间与双拓扑空间的正规性
3.
Some Banach Spaces with Weakly Normal Structure;
具有弱正规结构的一类Banach空间
4.
The Equivalance of the First Countable Normal-closed Spaces
第一可数T_2正规-闭空间的等价条件
5.
Modulus of Convexity and Normal Structure in Banach Space
Banach空间的凸性模与正规结构(英文)
6.
Strong Semi-normal Absolutely Closed Nature in Topological Space and Connection in Fuzzifying Bitopological Space
拓扑空间强半正规绝对闭性与Fuzzifying双拓扑空间的连通性
7.
Some Sufficient Conditions for Normal Structure in Banach Spaces and Fixed Point Properties
Banach空间有正规结构的充分条件和不动点性质
8.
A New Type of Relative Regularity and Relative Normality in L-Fuzzy Topological Spaces;
L-fuzzy拓扑空间中一种新的相对正则与相对正规分离性
9.
A STUDY ON THE GROWTH AND DBVELOPMENT OF ADZUKI BEAN(VIGNA ANGULARIS) Ⅳ.The Correction Coeficient and Spatial Distribution on Leaf Area of Adzuki Beau fram Flowering to Maturity
小豆生长发育规律的研究——Ⅳ.小豆叶面积矫正系数及其空间分布
10.
Flowing population un-normal employment space competition: investigation basing on Shanghai s sample;
流动人口非正规就业空间竞争:基于上海若干样点的调查
11.
Dual Toeplitz Operators on the Orthogonal Complement of the Dirichlet Space;
Dirichlet空间的正交补空间上的对偶Toeplitz算子
12.
Dual TOEPLITZ Operators on the Orthogonal Complement of the FOCK Space;
FOCK空间之正交补空间上的对偶TOEPLITZ算子
13.
European Regional/Spatial Planning Charter
欧洲区域/空间规划章程
14.
The First and Second Laws of Space Convergence;
空间收敛第一规律与空间收敛第二规律
15.
A Orthogonal Projection of Hilbert Space;
一个Hilbert空间的正交投影
16.
Metrapolitan area planning: the new mode of regional space planning;
都市圈规划:地域空间规划的新范式
17.
An informal term for a small rural college.
非正规术语，指规模小的乡间学院。
18.
The cheapest way to get one is to invoke the spectral theorem and to conclude that normal operators always have non-trivial invariant subspaces.
取得这样结果的最省力的尝试是引用光谱定理而得到正规算子恒有非平凡不变子空间的结论。