1.
The Regulariing Filter of Iterated Tikhonov Regularization and its Application;
迭代Tikhonov正则化的正则化子及其应用
2.
The quantal features can be obtained by the canonical procedure of quantization.
量子特征可用正则量子化方式得到。
3.
Applying Particle Swarm Optimization algorithm to select regularization parameter
应用粒子群优化算法选择正则化参数
4.
CANONICAL QUANTIZATION OF GAUGE FIELDS (Ⅲ)--GRAVITATIONAL FIELD
规范场的正则量子化(Ⅲ)——引力场
5.
The Proof of Covariance for Canonical Quantization s Approach to Electromagnetic Field;
电磁场正则量子化方法的协变性证明
6.
On Convergence Property of Sequential kegularization Sum of Grid-point Distribution;
格子点分布序列的正则化和的一个收敛性质
7.
On Degenerate Weakly (K_1,K_2)-quasiregular Mappings;
退化弱（K_1，K_2）—拟正则映射的正则性
8.
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。
9.
Diagonalization of Exterior Dirichlet-Neumann Map and Explicit Formulas of the Common Generalized Inverses;
外区域上Dirichlet-Neumann算子的对角化和广义逆的正则逆表示
10.
4-regular Simple Graph of Order n not Necessarily Contains 3-regular Subgraph of Order n;
n阶4正则简单图不一定含n阶3正则子图
11.
Procedural Justice:On Important Principles of Institutionalized Education Justice;
程序公正:制度化教育公正的重要原则
12.
Regularization modified Gauss-Newton method for solving NLS problem
NLS问题的正则化修正高斯-牛顿法
13.
Modified Tikhonov Regularization Method for the Cauchy Problem of the Laplace Equation
Laplace方程Cauchy问题的修正Tikhonov正则化方法
14.
Fredholm Operators and Regular Operators of Hilbert C~*-Module
Hilbert C~*-模上的Fredholm算子与正则算子
15.
Two Classesof π-Regular Semigroups with particular Lattices of Subsemigroups
具特殊子半群格的两类π-正则半群
16.
The Existence of Strongly Non-Regular Operators between Banach Lattices;
Banach格上强非正则算子的存在性
17.
A preliminary study of LüFengzi s vocational education theory;
吕凤子“正则”职业道德教育观初探
18.
Generalized Fuzzy Regular Subsemigroups and Generalized Fuzzy Ideals
广义模糊正则子半群及广义模糊理想