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求解非线性方程组
- 求解定位方程组。并直接利用三元方程求出X,Y,Z时的误差子函数-positioning Solving equations. 3 yuan and the direct use of equations derived X, Y, Z of error Functions
tuihuo
- matlab实现退火算法求解非线性方程组。
Aitken.rar
- 非线性方程组的求解方法:使用matlab编写,运用了aitken加速方法,Non-linear equations method: the use of matlab prepared to accelerate the use of Aitken Ways
Levenberg-Marquardt
- Levenberg-Marquardt 信赖域方法求解非线性方程组的Matlab程序-Levenberg-Marquardt trust region method for solving nonlinear equations of the Matlab program
0004SolvingNonlinearEquations
- 非线性方程组的求解算法,里面还有MATLAB编程实现的程序-Nonlinear equations of the algorithm, along with MATLAB programming procedures
matlab
- 基于matlab的非线性方程组求解的方法-Matlab-based non-linear equation solving methods
Matlab_algorithm
- 很多很好的matlab程序,包括用于数值微分,数值积分,非线性方程组求解-It contain a lot of good marlab programs, including those for numerical differentiation, numerical integration, nonlinear equations to solve, and so
mulNewtonSOR
- 本代码为牛顿-SOR迭代法求解非线性方程组。其调用格式为[r,m]=mulNewtonSOR(F,x0,w,h,eps) 其中F:方程组,x0:方程组初始解,w:SOR迭代因子,h:数值积分常数,eps:根的精度,m:迭代步数。-The code for the Newton-SOR iteration method for solving nonlinear equations. Its call format [r, m] = mulNewtonSOR (F, x0, w, h, eps)
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
newton2
- 非线性方程组的牛顿迭代方法与非线性方程解法类似,也是求解非线性方程组的常用方法。-Nonlinear equations of the Newton iteration method and nonlinear equations similar to solving nonlinear equations is a common method.
broyden_cal
- 求解非线性方程组的拟牛顿法(逆broyden秩1方法)之matlab程序,采用符号运算,直接输入含参数的方程组即可。-Solving nonlinear equations of quasi-Newton method (inverse method broyden rank 1) of the matlab program, using symbolic computation, the direct input of equations with a parameter can be.
numericalanalysis
- 各类非线性方程组求解的公式的实现,较为简洁,可直接调用-Various types of nonlinear equations of the formula to achieve, the more simple, direct call
feixianxing
- 各种求解非线性方程组的算法程序,包括牛顿法及变形,不动点迭代,共轭梯度-Various algorithms for solving nonlinear equations procedures, including Newton and deformation, fixed point iteration, conjugate gradient, etc., etc.
solving-nonlinear-equations
- matlab 的非线性方程组求解多种方法得源程序-Solving nonlinear equations
计算方程组-1
- 该程序可用来求解计算复杂的非线性方程组的解析解,对初学者有一定参考价值(The program can be used to solve the analytic solution of complex nonlinear equations, and has some reference value for beginners)
DiffParam_SOR
- 非线性方程组求解matlab程序,基于DiffParam和SOR的非线性方程组求解matlab例程(Nonlinear equations for solving matlab program, based on DiffParam and SOR nonlinear equations for solving matlab routines)
非线性方程解法相关程序
- 用二分法以及迭代法求解非线性方程、非线性方程组的例子(An example of solving nonlinear equations and nonlinear equations by the dichotomous method and iterative method)
高效稳定的LMF方法求解非线性方程组
- 解决方案是通过弗莱彻版本的Levenberg-Maquardt获得的 用于最小化方程残差平方和的%算法。 %LMFnlsq应用程序的主要领域是在进行曲线拟合时 处理实验数据%。(A solution is obtained by a Fletcher's version of the Levenberg-Maquardt algoritm for minimization of a sum of squares of equation residuals. The main doma
秩1拟牛顿法解非线性方程组
- 利用拟牛顿迭代的方法,求非线性方程组的数值解的matlab程序,经验证该程序有很难好的求解能力和收敛性。