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goodsolutionofoverdeterminedequationsalgorithm
- 一个好的解超定方程组算法，由C++实现，下载完直接可以使用，是我在做项目实施用到的-A good solution of overdetermined equations algorithm, from the C++ implementation can be downloaded directly to use, is what I used to do the project implementation
jacobbi
- 雅克比迭代代码,用于迭代求解方程组。迭代一定次数后可求出方程组的近似解，可自由规定精度。-Jacobi iteration code for the iterative solution of equations. After a certain number of iterations of equations can be derived approximate solution can be free to provide accuracy.
Jacobidiedai
- 用雅克比迭代法解下列方程组 10x1-x2+2x3=-11 8x2-x3+3x4=-11 2x1-x2+10x3=6 -x1+3x2-x3+11x4=25-Jacobi iterative method with the solution of the following equations 10x1-x2+2 x3 =- 11 8x2-x3+3 x4 =- 11 2x1-x2+10 x3 = 6-x1+3 x2-x3+11 x4 = 25
GaussSeideldiedai
- 高斯—赛德尔迭代法解下列方程组 10x1-x2+2x3=-11 8x2-x3+3x4=-11 2x1-x2+10x3=6 -x1+3x2-x3+11x4=25-Gauss- Seidel iterative solution of the following equations 10x1-x2+2 x3 =- 11 8x2-x3+3 x4 =- 11 2x1-x2+10 x3 = 6-x1+3 x2-x3+11 x4 = 25
nd
- 在CCS环境下，用C语言编写用牛顿迭代法解非齐次线性方程组（在此为3个方程）的代码。-In the CCS environment, using C language solution using Newton' s iterative method of non-homogeneous linear equations (in this case 3 equation) code.
bdd
- 在CCS编程环境下，用C语言编写的利用不动点迭代法解非齐次线性方程组（在此为3个方程组成的方程组）的程序-In the CCS programming environment, using C language for the use of fixed-point iterative solution of non-homogeneous linear equations (in this case three equations consisting of equations) procedu
maseidelghhhhhhh
- 用途：用Gauss-Seidel迭代法解线性方程组Ax=b 格式：x=maseidel(A,b,x0,ep,N) A为系数矩阵，b为右端向量， -Uses: The Gauss-Seidel iteration method for solving linear equations Ax = b Format: x = maseidel (A, b, x0, ep, N) A as the coefficient matrix, b for the right-hand side vec
guass
- 列主元高斯消去法对于某电路的分析，归结为求解线性方程组RI=V。其中 （1）编制解n阶线性方程组 列主元高斯消去法的通用程序； （2）用所编制程序解线性方程组 ，并打印出解向量，保留5位有效数； -Out the main element Gaussian elimination of a certain circuit analysis, reduced to solving linear equations RI = V. Where (a) the prepar
Finite_difference_method
- 有限差分法 微分方程和积分微分方程数值解的方法。基本思想是把连续的定解区域用有限个离散点构成的网格来代替， 这些离散点称作网格的节点；把连续定解区域上的连续变量的函数用在网格上定义的离散变量函数来近似；把原方程和定解条件中的微商用差商来近似， 积分用积分和来近似，于是原微分方程和定解条件就近似地代之以代数方程组，即有限差分方程组 ， 解此方程组就可以得到原问题在离散点上的近似解。然后再利用插值方法便可以从离散解得到定解问题在整个区域上的近似解。 -Finite Difference Me
nint
- 可以求多元非线性方程组的一组解，实用性好，效率高。-Can seek a diverse group of non-linear equations solution, practical and efficient.
A
- SOR算法解线性方程组，c++，数值方法-SOR algorithm for solving linear equations, c++, numerical methods
2-76
- 求解大型疏松方程组，ap方程组的系数矩阵，b[放回解向量-For solving large loose equations, ap equations coefficient matrix, b [back into the solution vectors
sdfsadfsdafasd123
- Differential Equations (ODE) Solver through Galerkin Method Galerkin方法求解常微分方程组的实现 这个matlab程序通过Galerkin方法求解常微分方程组，当然求解的结果是 Differential Equations (ODE)近似的解。-Differential Equations (ODE) Solver through Galerkin Method Galerkin method for
gaussxiaoqu
- Gauss消去法，解高阶线性方程组（Gauss消去法完整程序）-Gauss
relaxation08_3
- 松弛法进行迭代，求解方程组的解。先输入矩阵维数、迭代最高次数、松弛因子、误差范围，然后输入系数矩阵、长数矩阵，程序自动根据松弛法进行迭代求解。-Iterative relaxation method, to solve equations. Input matrix dimension, the maximum number of iterations, relaxation factor, error range, then enter the coefficient matrix, long
lux
- 用GAUSS列主元消去法解线性方程组，文件为matlab GAUSS列主元消去法源代码。-GAUSS out with principal component elimination method for solving linear equations, the document matlab GAUSS out principal component elimination method source code.
work
- 雅克比迭代用于计算方程组的数值解。精度比较高。-jacobi
Gauss
- 高斯消去法c++解线性方程组 高斯消去法c++解线性方程组-Gauss
mulDNewton
- 本代码为牛顿下山法求解非线性方程组。其调用格式为[r,m]=mulDNewton(F,x0,eps) 其中F:非线性方程组，x0：初始解，eps：解的精度；r：求得的一组解，n：迭代步数。-The code for Newton' s method for solving nonlinear equations. Its call format [r, m] = mulDNewton (F, x0, eps) where F: non-linear equations, x0: init
mulGXF
- 本代码为割线法求解非线性方程组。其调用格式为[r,m]=mulGXF1(F,x0,x1,eps) 其中，F:非线性方程组；x0初始解；x1：初始解；eps：解的精度；m：迭代步数。-The code for the secant method for solving nonlinear equations. Its call format [r, m] = mulGXF1 (F, x0, x1, eps) where, F: non-linear equations x0 initial s