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partial-difference-equation-method
- 使 用 说 明 本光碟中包含五个文件夹。 （1）视频剪辑：可供教学演示，其中，"two_cells"是采用改进的变分水平集方法，实现GAC模型图像分割的演化过程；"denoissing"是利用P_M方程，对图像平滑去噪的演化过程 "curve_linear_heat_flow"是利用FT实现的闭合曲线的线性热流演化过程。 （2）二值图像：其中的图像可供形态学图像处理实验用，也可通过提取对象的边界，供曲线演化实验使用。 （3）灰度图象和彩色图像：其中的图像，可以作为图像分
eq_twomethod
- FIND ROOT OF EQUATION WITH DIVIDUAL IN TWO METHOD
a
- 用有限元法求解微分方程，虽然有时方程不一样，但是思路是一样的。-The finite element method for solving differential equations, though sometimes not the same equation, but the idea is the same.
C_language_algorithms_for_Quick_Lookup_Manual
- 《C语言算法速查手册》用C语言编写了科研和工程中最常用的166个算法，这些算法包括复数运算、多项式的计算、矩阵运算、线性代数方程组的求解、非线性方程与方程组的求解、代数插值法、数值积分法、常微分方程（组）初值问题的求解、拟合与逼近、特殊函数、极值问题、随机数产生与统计描述、查找、排序、数学变换与滤波等。同时结合这些算法列举了将近100个应用实例，对其进行验证和分析。 -" C language algorithms for Quick Fact Manual" using
p1ds
- 一个一维对流扩散问题的数值计算 ，对流项采用UDS或CDS差分格式，扩散项采用CDS差分格式-This program solves the one-dimensional convection-diffusion equation with Dirichlet boundary conditionson both ends. The exact solution is compared with solutions obtained using FD method and either U
hydrogen
- Find a solution with given N, L for an hydrogenic atom solving the radial schroedinger equation by Numerov method Atomic (Ry) units
FVM
- 有限体积法求解以为传热方程，适用于初学者-Finite volume method for solving the heat transfer equation that is suitable for beginners
approximate-solution
- 已知一个方程，利用二分法求解该方程的近似解。-Known an equation, using the dichotomy method to solve the approximate solution of the equation.
beam_warming_implicit1
- 一维流体波动方程的源代码，利用伯克斯方程作为控制方程，有限差分的方法解决问题。-Source code is a one-dimensional fluid wave equation, as a method of controlling the use of Burks equation equations, finite difference solution to the problem.
Euler--lagarange
- 欧拉法求解微分方程，很简单的程序，仅供参考- it is very simple program solving the differential equation based on Eulerian method and lagrangian method
TSVD_DownContinuation
- 位场向下延拓的泰勒级数方法，利用拉普拉斯方程的特点，计算空间域水平二阶差分来替代垂直方向上的二阶差分-Potential field downward continuation of Taylor series method, the advantage of the characteristics of Laplace equation, a second order differential spatial domain levels instead of second order diff