1.
Two Results on the Normalizer of the π-Hall Subgroup;
关于π-Hall子群正规化子的两个结果
2.
The Normalizer of Hall Subgroups and the Structure of Finite Groups
Hall-子群的正规化子与有限群结构
3.
Define and Properies of Quasi-normalizer and Quasi-centralizer;
拟正规化子拟中心化子的定义及相关性质
4.
The Discreteness of the Normalizers of High Dimensional Kleinian Groups;
高维Kleinian群正规化子的离散性
5.
Discreteness of Normalize of Discrete Subgroups in PU(n, 1) and an Application
PU（n，1）的离散子群的正规化子及其应用
6.
CANONICAL QUANTIZATION OF GAUGE FIELDS (Ⅲ)--GRAVITATIONAL FIELD
规范场的正则量子化(Ⅲ)——引力场
7.
Pointwise L-Fuzzy Normal Subgroup;
点态化的L-Fuzzy正规子群的性质
8.
Regularization of Breit Quark Potential Model and Bound States of Mesons
Breit夸克势模型正规化与介子束缚态
9.
Normality、Subnormality and Hyponormality of Toeplitz Operators and Products of Toeplitz Operators;
正规、次正规、亚正规的Toeplitz算子及Toeplitz算子乘积
10.
Research on finding annihilators of Boolean functions based the algebraic normal form fast transformations
一种代数正规形快速变换的零化子算法
11.
Influences of the Centralier and S-Normality of a Minimal Subgroup on the Structure of a Finite Group;
极小子群的中心化子及s正规性对群结构的影响
12.
The military academies and schools are moving in the new direction of enlarged scale, modernized instruction, standardized management and socialized logistical support.
军队院校开始走上规模化办校、现代化教学、正规化管理、社会化保障的新路子。
13.
Aluthge transforms of essentially normal operators
本性正规算子的Aluthge变换
14.
Lastly, an example is put up for validating the method.
文中给出设计实例，验证了不规则子阵多阶振幅量化的正确性。
15.
Every normal operator is trivially subnormal.
每一个正规算子显而易见地是次正规的。
16.
Operators Related to Log-ω-hyponormality and p-ω-hyponormality
与log-ω-亚正规性和p-ω-亚正规性相关的算子
17.
The Immanence of Emergence of Non-formal Finance in China and its Formalization;
我国非正规金融产生的内在性及其正规化
18.
Study on the Regularization of Informal Sector in Developing Country
发展中国家非正规部门正规化问题研究