搜索资源列表
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- 使用雅可比迭代法和高斯-赛德尔迭代法求方程组。用到高斯法求解方程组和三角分解法。-Using Jacobi iteration and Gauss- Seidel iteration method equations. Gauss method for solving equations used and the triangular decomposition.
ch7
- 非线性方程与方程组的求解中的很多有意义的算法-i dont know how to say
fangchengzujisuan
- 这是一个方程组计算的程序，可进行一元一次，一元两次，三元两次方程组的求解。-This is a calculated process equations, can be a one dollar, one dollar two or three two equations.
yakebi
- 用雅克比迭代法求解方程组，需要输入方程组的系数矩阵。-Jacobi iterative method using equations, need to enter the coefficient matrix.
gaosisaideer
- 通过高斯赛德尔方法求解方程组，需要输入方程组的系数矩阵。-Through high Sisaideer method for solving equations, need to enter the coefficient matrix.
ji-suan-fang-fa-shiyan
- 计算方法实验：包括高斯迭代和牛顿下山法；1、用Gauss - Seidel 迭代法求解方程组 10x1-x2-2x3=7.2 -x1+10x2-2x3=8.3 -x1-x2=5x3 输入：系数矩阵A，最大迭代次数N，初始向量，误差限e 输出：解向量 2、用牛顿下山法解方程 x*x*x-x*x-1=0（初值为0.6） 输入：初值，误差限，迭代最大次数，下山最大次数 输出：近似根各步下山因子。-Experimental method: includ
NetonLiterator
- 牛顿迭代法求解非线性代数方程组的主要思想是将非线性函数线性化-Newton iteration method for solving nonlinear algebraic equations nonlinear function of the main idea is to linear
hc
- 用于求解非线性方程组，非常有用，请研究者参考。-For solving nonlinear equations, very useful, please researchers
Newton-Raphson
- Newton-Raphson算法是求解非线性方程组和有限元的主要程序，是工程人员的必会的算法-Newton-Raphson algorithm for solving nonlinear equations and the finite element of the main program, the engineering staff of the algorithm will
newton
- 牛顿迭代法用于求解非线性方程组，及求解范围-Newton iterative method for solving nonlinear equations, and solve the range
mianYuanFa
- 基于面元法的鱼类表面压力以及速度的统计，工程中用高斯列元法进行方程组的求解，结果的显示是使用opencv来实现-hello world!!!
Rootsimp
- 简单的迭代法求解方程组，代码简单，计算快，可以自由设置迭代步数，方便的显示方程的根，何逼近情况-Simple iteration method for solving equations, the code is simple, fast computation, are free to set the number of iterative steps to facilitate the display of roots of the equation, what approach the s
sy2
- 求解矩阵的LU分解和逆，两种一般方法求解线性方程组的解。-LU matrix factorization and solving the inverse, two general methods for solving linear equations.
AGGJE
- 求解三对角线方程组的追赶法。 内附形参说明。-Solving tridiagonal equations on Chase. Enclosing the parameter descr iption.
AGGJE
- 求解三对角线方程组的追赶法， 内附形参说明和示例程序。-Solving tridiagonal equations pursuit method, containing parameter descr iptions and sample programs.
JD_Nt
- 自己以前编写的解非线性组的简单Newton法的一个算例。程序中自定义求解的方程组为：3X-Cos(Y*Z)-0.5=0 X^2-81*(Y+1)^2+Sin(Z)+1.06=0 e^(-X*Y)+20*Z+(10*pi-3)/3=0。方程组可根据用户需要在程序中自行定义。-A case of simple Newton algorithm for nonlinear equations. The example of the nonlinear equations is given: 3X-C
XJ_Nt
- 自己以前编写的解非线性组的下降Newton法的一个算例。程序中自定义求解的方程组为：3X-Cos(Y*Z)-0.5=0 X^2-81*(Y+1)^2+Sin(Z)+1.06=0 e^(-X*Y)+20*Z+(10*pi-3)/3=0。方程组可根据用户需要在程序中自行定义。-A case of Descent Newton algorithm for nonlinear equations. The example of the nonlinear equations is given: 3X-
Nt
- 自己以前编写的解非线性组的一般Newton法的一个算例。程序中自定义求解的方程组为：3X-Cos(Y*Z)-0.5=0 X^2-81*(Y+1)^2+Sin(Z)+1.06=0 e^(-X*Y)+20*Z+(10*pi-3)/3=0。方程组可根据用户需要在程序中自行定义。-A case of normal Newton algorithm for nonlinear equations. The example of the nonlinear equations is given: 3X-C
Gaussianelimination
- 运用c语言对方程组的求解进行编程，运用高斯消元法进行求解。-use c language ,programming
Gaussianeliminationmethod
- 用C语言来求解n维线性方程组的解，即高斯消元法求解线性方程组-Gaussian elimination method with n-dimensional linear equations