1.
The Number of Limit-cycles of a Class of Hamiltonian System under Polynomial Perturbation;
一类Hamilton系统在多项式扰动下极限环的个数
2.
The Limit Cycles of Hamiltonian Systems Under Thrice Polynomial Perturbations;

一类在三次多项式扰动下的Hamilton系统的极限环
3.
An Estimate of the Number of Limit Cycles of a One-parameter Hamiltonian System under Polynomial Perturbations;
一类含单参数Hamilton系统在多项式扰动下极限环个数的估计
4.
The Number of Zeros of Abelian Integrals for a Kind of Two-Parameter Quadratic Hamiltonian System under Polynomial Perturbations;
一类双参数二次Hamilton系统在多项式扰动下的Abel积分的零点数目
5.
Research on Abelian Integrals for a Hyper-elliptic Hamiltonian System with a Nilpotent Saddle under Polynomial Perturbations
一类具有幂零鞍点的超椭圆Hamilton系统在多项式扰动下的Abel积分研究
6.
An Estimate of the Number of Limit Cycles of a One-parameter Cubic Hamiltonian System under Polynomial Perturbations
一类含单参数三次Hamilton系统在多项式扰动下极限环个数的估计
7.
Simulation experiment of quickly determination of disturbing gravity using wide-area polynomial approximation
快速确定扰动引力的广域多项式逼近方法的模拟实验
8.
The Malpractice of Multiple Choice Questions(MCQ) & the Design of Distraction Model;

英语多项选择题的弊端及干扰模式的设计
9.
Infinitely Many Solutions of p-Laplacian Equation with Nonsymmeteic Disturbing Term;

含有非对称扰动项的P-Laplacian方程的无穷多解问题
10.
The 3-D Euler Equations with a Disturbing Term;

带有扰动项的3D Euler方程
11.
Existence and Multiplicity of Positive Solutions for a Class of Elliptic Systems with Perturbations;
一类带扰动项的非线性椭圆系统正解的存在性和多重性
12.
Distractors in the Multiple-choice Test Designing;

多项选择题中的干扰项及其编写方法
13.
On the Validity of Distractors in Grammar-Vocabulary Multiple-Choice Tests;

论语法/词汇多项选择题干扰项的效度
14.
A mathematical model for sliding window polynomial fitting is proposed.

提出了滑动窗多项式拟合数学模型。
15.
Auto-choosing Algorithm for Polynomial Fitting in GPS-Leveling

GPS水准多项式拟合自动优选算法
16.
Identical Equation of Bernoulli Multinomial and Eurler Multinomial;

有关Bernoulli多项式和Eurler多项式的恒等式
17.
Some Identities on Genocchi Polynomials and Bernoulli Polynomials

关于Genocchi多项式与Bernoulli多项式的恒等式
18.
The Ruin Problem in the Poisson-Geometric Risk Models with Diffusion;

带扰动项的Poisson-Geometric风险模型的破产问题