1.
Analysis and Application of the Covolume Method for Some Kinds of Equations;
几类方程有限体积元方法的数值模拟
2.
Using L-S method to solve problem of one kind of equation;
用Lyapunov-Schmidt方法求一类方程的近似解
3.
The Cauchy Problems for Some Classes of Boussinesq Equations;
几类Boussinesq方程的Cauchy问题
4.
Massera Type Criteria for Some Classes of Evolution Equations;
几类发展方程的Massera准则
5.
A Class of Hyperbolic Schrodinger Equation;
一类双曲型Schrdinger方程
6.
Solution for a Class of Higher Degree Diophantine Equations;
一类高次Diophantine方程的求解
7.
A Class of Exact Solution to Burgers-mKdV Equation;
Burgers-mKdV方程的一类精确解
8.
Multiple Solutions Theorem to a Type of Schrodinger Equation;
一类Schrodinger方程的多解定理
9.
A Maximal Type of Bernoulli’ Equation;
Bernoulli方程的一个极大类型
10.
The Cauchy Problem for a Class of the Boussinesq Equations
一类Boussinesq型方程的Cauchy问题
11.
A Derivation of Lagrange Equation(Ⅱ) from the Power Equation
从功率方程推导第二类拉格朗日方程
12.
Solutions to Several Classes of Nonlinear Differential Equations and Integral Equations;
几类非线性微分方程和积分方程的解
13.
Solution of kind of second-order variable coefficient differential equation;
几类二阶非线性微分方程的可积类型
14.
Research on Teaching Methods of the Graphing of Engineering for Non-mechanism;
非机械类《工程制图》课程教学方法探讨
15.
On Enginery Specialized Curriculum Development and Its Curriculum Scheme Characteristics;
机械类专业课程开发与课程方案特点
16.
The Galerkin Alternating-Direction Method for Hyperbolic Equations;
几类双曲型方程交替方向有限元分析
17.
Least-Squares Galerkin Procedures for Some Evolution Equations;
几类发展方程的最小二乘有限元方法
18.
Application of Bilinear Method to Some Wave Equations;
双线性方法在几类波动方程中的应用