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- Ordinary differential equation arnold v. I. 常微分方程。
- Geometrical Methods in the Theory of Ordinary Differential Equations 2nd ed. 常微分方程理论中的几何方法第2版。
- Methods The qualitative theories of ordinary differential equations are used. 方法运用常微分方程定性理论进行讨论。
- His work remains mathematically in the realm of ordinary differential equations. 他的工作在数学上就停留在常微分方程的范围。
- Two systems of nonlinear ordinary differential equations are studied,which are quadratic CSTR model and SG model. 研究了两个非线性常微分方程系统二次型CSTR模型和SG模型.
- A kind of boundary value problems of ordinary differential equations was solved with Legendre wavelets method. 摘要利用勒让德小波算法，解一类常微分方程边值问题，得到其数值解。
- Lane-Emden equation is a kind of ordinary differential equations, which has been widely studied. Lane-Emden方程是一类常微分方程，已经被广泛的研究过。
- New and improved ordinary differential equation (ODE) solvers enable faster, more reliable calculations. 新的和经改进的常微分方程 (ODE) 求解器使计算变得更快、更可靠。
- The boundary value(problems(BVP)) of the higher order ordinary differential equation were studied. 主要研究共振条件下高阶多点边值问题解的存在性.
- How to numerically solve algebraic and ordinary differential equations, and perform numerical integration with Simpson method. 如何数字化的解决代数和普通的微分等式，使用辛普森方法来执行积分法。
- An element is lumped if its terminal relation is an ordinary differential equation as opposed to a partial differential equation. 如果一个元素的端子关系是一个常微分方程，其反面为一个偏微方程，则它是集总的。
- The existence of Dirichlet boundary value problem is studied for a class of second-order nonlinear ordinary differential equations. 考察了一类二阶非线性常微分方程的Dirichlet边值问题的存在性。
- The existence of positive solution to some two-point boundary value problems are considered for third-order nonlinear ordinary differential equation. 考察了三阶非线性常微分方程的某些两点边值问题的正解存在性。
- We study the singular perturbation of boundary value problem for a class of higher order ordinary differential equation, the solution is shown to exhibit double layer behavior. 摘要研究一类高阶微分方程两点边值问题的奇摄动，揭示了其解分别在两端点呈现双重边界层的性质。
- By using to immobilize the moving front by front-fixing transformation, we can get an ordinary differential equations by Chebyshev polynomials. 利用坐标变换，将自由边界的移动前沿固定，然后通过多项式展开将自由边界问题转化成常微分方程组求解（前沿固定方法）；
- An element is lumped if its terminal relation is an ordinary differential equation as opposed to a partial differential equation . 如果一个元素的端子关系是一个常微分方程，其反面为一个偏微方程，则它是集总的。
- In this paper based upon the knowledge of ordinary differential equation and its stability theory, we study the solutions of Dirac equation. 本文主要利用常微分方程的基本理论及其定性理论，采用打靶法研究狄拉克方程解的存在性问题。
- Multielement function calculus, infinite series, ordinary differential equation, partial derivatives, multiple integrals and so on. 本课程主要介绍多元函数微积分学，无穷极数，常微分方程，偏微分方程，多重积分等内容。
- Essentially,the opposite reaction kinetics process is a process of resolving the first order ordinary differential equation. 对峙反应动力学过程,其实质是一个求解一阶常微分方程的过程。
- Aim Giving a formula to the linear ordinary differential equations with constant coefficients and quasi-polynomial non-homogeneous terms. 摘要目的给出非齐次项为拟多项式的常系数非齐次线性微分方程一个特解公式。
