1.
Some Regularity Problems of Quasi-linear Elliptic Equations (or Systems) with Discontinuous Coefficients;
具有间断系数拟线性椭圆型方程（组）正则性问题
2.
Regularization without transformation for bilinear problems
应用于双线性问题的无变换正则化
3.
The Distributing of Terminals and the Property of Steiner Vertices on the Steiner Tree Problem;
Steiner树问题中正则点分布与Steiner点性质
4.
On some properties of k-Regular functions and Riemann boundary value problems with conjugate for k-Regular function
k-正则函数的某些性质及其共轭k-正则函数的Riemann边值问题
5.
On the Regularity and Existences of Free Discontinuity Problems;
关于自由不连续问题的正则性和存在性
6.
Regularity and Uniqueness of Very Weak Solution for Degenerate Elliptic Equations;
退化椭圆方程很弱解的正则性及唯一性问题
7.
Existence and Regularity of Nonnegative Solution of a Singular Quasi-linear Isotropic Elliptic Boundary Value Problem
具有奇性的拟线性边界退化椭圆边值问题正解的存在性及正则性
8.
Regularization Methods and Optimality Analysis for Inverse Boundary Value Problems;
几类逆边值问题的正则化方法及最优性分析
9.
Linear Boundary Value Problem for 2-regular Functions in Real Clifford Analysis;
实Clifford分析中二正则函数的线性边值问题
10.
A Result on the Regularity of Solutions to the Oblique Derivative Problems for Elliptic Partial Differential Equations
椭圆型方程斜导数问题解的一个正则性结果
11.
Local Regularity for Very Weak Solutions of Obstacle Problems to the A-Harmonic Operators
A-调和方程障碍问题很弱解的局部正则性
12.
A regularization homotopy iterative method for solving nonlinear least square problem
非线性最小二乘问题的一种正则同伦迭代解法
13.
A Regularization Method and Its Convergence of Large-scale Semidefinite Programming
大规模半定规划问题的正则化方法及收敛性
14.
Existence and Regularity of Solutions for a Nonlinear Elliptic Equation with Dirichlet-Boundary;
一类非线性椭圆方程Dirichlet边值问题解的存在性和正则性
15.
A Regularization Method for Semi-linearly Backward Parabolic Problems:Uniqueness and Stability Estimates
一类半线性抛物型方程反问题的正则化方法:唯一性和稳定性估计
16.
Regularization modified Gauss-Newton method for solving NLS problem
NLS问题的正则化修正高斯-牛顿法
17.
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
18.
In particular, of correct views on all major theoretical questions of principle.
特别是在一切重大理论性、原则性问题上的正确观点，