搜索资源列表
matlab_No4_Jacobi_and_GS
- 西交大数值计算方法上机作业，雅克比和G-S法迭代求解方程组-National Chiao Tung University, West numerical method of machine operation, Jacques ratio and GS iterative method for solving equations
LEquations
- 求解线性方程组的类 CLEquations 的实现代码-Solving linear equations of the class CLEquations implementation of the code
NLequation
- 求解线性方程组的类 CNLequation 的实现代码-Solving linear equations of the class CNLequation implementation of the code
gauss
- 数值分析中线性方程组直接求解的高斯列主元消去法的源代码-Numerical Analysis of linear equations to solve the direct Gauss elimination pivot column source code
sde
- 求解随机微分方程组的一个很典型的例子，有一定参考价值-A SDE EXAMPLE, OF VALUABLE
shizhifenxikechengsheji
- 利用雅克比，高斯赛得儿求解高阶线性方程组-The use of Jacobi, Gauss had children race to solve higher order linear equations
NLEquations
- 一个求解非线性方程组的通用类，包括：对分法、牛顿法和埃特金迭代法。-A non-linear equations for solving the common categories, including: the sub-method, Newton' s law and Aitken iterative method.
Euler
- Euler方法 用C语言实现，并求解常微分方程组-The m framework appropriately generalizes notions such as gain margin, phase margin, disturbance attenuation, tracking, and noise rejection into a common framework suitable for analysis and design, in both single-loop and
3_TSS
- 追赶法 求解三对角方程组Tx=f的解，使用c编写的，很好理解-Catch-up Method tridiagonal equations Tx = f the solution, using c written a very good understanding of
Gaussnc
- 不选主元的高斯消元法，用于求解线性方程组，很好用！基于c++编写。-Do not choose the principal component of the Gauss elimination method for solving linear equations, very good use! Prepared based on c++.
Gaussc
- 选主元的高斯消元法，用于求解线性方程组。很方便！基于c++开发。-Selected principal component of the Gaussian elimination method for solving linear equations. Very convenient! Based on c++ development.
gaussc
- 用gauss消去法求解线性方程组很经典的完整的C++代码-By gauss elimination method for solving linear equations is the classic complete C++ code for
GAUSS
- 高斯消去法解线性方程组，需要输入方程组维数和增广矩阵即可求解-guass
ykb2
- 本程序为雅克比迭代的C语言程序，用于求解线性方程组的解-Jacobian
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
D1R3
- 使用不同算法对线性方程组的求解，可以输入系数矩阵直接计算结构，并验证结果-the program of funtion
D1R4
- 计算机方法实现线性方程组的求解，输入系数矩阵即可得到结果，并杨正结果的正确性。-Computer methods to achieve the solution of linear equations, enter the coefficient matrix can be obtained results, and the correctness of the results of Yang.
linear-equationod
- 计算方法的线性方程组的求解：在给定误差的情况下求解线性方程组的解-Calculation method for solving linear equations: the error in a given case of solving linear equations
liezuxiaoyuanfa
- 用列主消元法求解线性方程组：可通过修改从键盘上输入矩阵-With out the main elimination method for solving linear equations: You can enter from the keyboard by modifying the matrix
Field_distribution_1DPhC
- Carrame法求解矩阵方程组，并应用于1D光子晶体场的分析-Carrame Method matrix equations, and applied to the analysis of 1D photonic crystal field