搜索资源列表
spgs
- 用途：利用二分法快速求解非线性方程f(x) = 0； 用向量形式（普通存储格式）的Gauss-Seidel迭代解线性方程组Ax=b；Newton迭代法解非线性方程f(x) = 0；用分量形式的SOR迭代解线性方程组Ax=b；用向量（稀疏存储）形式的Gauss-Seidel迭代解线性方程组Ax=b -Purposes: the use of dichotomy quickly solving nonlinear equations f (x) = 0 with vector form o
hanshu5
- 用牛顿迭代法求根的函数；用递归法求n阶勒让德多项式的值-Newton iterative method for finding roots of functions recursive method and the n-order Legendre polynomial values
外点牛顿罚函数优化matlab
- 关于外点牛顿罚函数优化的matlab代码(Optimization of exterior point Newton penalty function matlab)
dynamic_model_free_human_3
- 随机森林matlab工具箱，特别好用。里面有一个指导m文件，按照它来就学会如何用了(dynamic model of robot using Newton-Euler)
优化算法
- 解决了最小无约束优化问题 步长由ARmijo非精确一维搜索生成，迭代方向分别由最速下降法，阻尼牛顿法，共轭梯度法，拟牛顿法(BFGS)产生(This code solves the minimum unconstrained optimization problem, and the step size is generated by ARmijo inexact one-dimensional search. The iterative directions are generated b
Interpolation
- 基于matlab的牛顿法插值，通过插值的可以使图形变得光滑；(newton interpolation)
插值算法
- hermite插值，Newton插值，lagrange插值是三种常用的数值插值方法，本文件采用MATLAB对三种插值算法进行了实现。(hermite interpolation)
牛顿
- 牛顿迭代法是解非线性方程组比较经典的方法； 拟牛顿法是为了解决求Jacobi矩阵时带来的困难，现已成为解决非线性方程组和最优化问题的最有效方法之一。(The Newton iterative method is a classic method for solving nonlinear equations. The quasi Newton method is one of the most effective methods for solving the nonlinear equat
牛顿迭代法求方程的根
- 牛顿迭代法求方程的根，C语言实现，方法经典，代码实现，可用MATLAB验证(The Newton iteration method for solving the root of the equation)
Power Flow6.23
- MATLAB求解电力系统潮流；牛顿迭代法；适用于14节点30节点300节点1047节点等。(MATLAB solves the power system tidal current; Newton iteration method; it applies to 14 nodes, 30 nodes, 300 nodes, 1047 nodes, etc.)
Matlab Common applets
- matlab在数学建模中常用的三十个小程序(Matlab thirty small programs commonly used in mathematical modeling)
subject_1
- 基于MATLAB的带回溯线搜索的牛顿法求解算例。(A numerical example of Newton method with traceback search based on MATLAB is given.)
小程序
- 各种cfd的fortran小程序，有sod激波管精确解、近似解，shuosher激波管近似解，包含WENO差分格式，牛顿法；还有网格生成书籍。(Various CFD FORTRAN programs, including SOD shock tube exact solution, approximate solution, shuosher shock tube approximate solution, including WENO difference scheme, Newton me