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打靶法
- 打靶法c程序，用于数值计算中的边值问题。本文中应用了rugga-kutta算法进行常微分方程处理。-shooting method c procedures for the numerical calculation of boundary value problems. This paper uses rugga - Kutta algorithm for handling ordinary differential equations.
ode
- 常微分方程的初值问题、边值问题的算法，代数微分方程常用算法-The initial value problem of ordinary differential equations, boundary value problems for the algorithm, commonly used algorithm of algebraic differential equations
LITI823
- 有限差分法解二阶常微分方程边值问题。计算更为简便，精度更高-Finite Difference Method for Solving Boundary Value Problems for Second Order Ordinary Differential Equations. Computing easier, more accurate
colmod
- 一个解常微分边值问题的高端求解器，可以解显式表达的微分方程组，且此微分方程组的每一个方程可以容许4阶的微分。长于解非线性的奇异问题。内附论文。程序自带说明和算例。-Automatic Continuation With Collocation. This Package Solves `Stiff Boundary Value Problems For Ordinary Differential Equations By Using Continuation, As Descri
NUMERICAL-ANALYSIS-IN-MATHEMATICA
- 经典数值计算方法各种算法的MATHEMATICA软件程序实现，包含各种迭代，插值，拟合，数值积分，常微分方程初边值问题，特征值等各种算法的实现-NUMERICAL ANALYSIS PROGRAMS IN MATHEMATICA
-matlab6.5verson_simulation
- 精通matlab6.5版_数值计算本章将花较大的篇幅讨论若干常见数值计算问题：线性分析、一元和多元函数分析、微积分、数据分析、以及常微分方程（初值和边值问题）求解等。但与一般数值计算教科书不同，本章的讨论重点是：如何利用现有的世界顶级数值计算资源 MATLAB。至于数学描述，本章将遵循“最低限度自封闭”的原则处理，以最简明的方式阐述理论数学、数值数学和 MATLAB计算指令之间的内在联系及区别。-matlab simulation
lineshoot
- 线性微分方程边值问题打靶算法Matlab程序，注意该算法只能完成二阶常微分方程双边值问题求解，至于其他形式的边值问题必须先转换到二阶形式-Linear Differential Equations with Boundary Value Shooting Algorithm Matlab program, note that the algorithm can only complete the second-order ordinary differential equation bounda
daba
- 用四阶龙格库塔法解决常微分方程边值问题，具体来说就是打靶问题-The fourth-order Runge-Kutta method to solve ordinary differential equations, specifically targeting the problem
linear-element-
- 主要用于求解常微分方程两点边值问题的线性元格式，算法有效的验证了理论。-mainly used for solving two point boundary value problem of linear element scheme for ordinary differential equation , the algorithm effectively verify the theory.
odesbvp
- 利用边值问题求解器bvp4c求解常微分方程的数值解(The numerical solution of ordinary differential equations is solved by using the boundary value solver bvp4c)