搜索资源列表
newton
- 拟牛顿法求函数极小值，采用无约束变尺度法DFP
SR1校正的拟牛顿法
- 工程中经常使用的拟牛顿方法，特别用于球非线性方程组中应用
raytracing
- 最优化法射线追踪，拟牛顿法解方程， 泰勒展开，雅克比矩阵近似
netn.拟牛顿法求非线性方程
- 拟牛顿法求非线性方程,并以一组三元二次方程组为例进行求解。,Quasi-Newton method for nonlinear equations, and a group of ternary quadratic equation group is solved as an example.
Variable_Metric_Metho_DFP.rar
- 拟牛顿法（变尺度法）DFP算法的c/c++源码.变尺度法的源程序，用于优化中的非线性规划，效果还可以的,Quasi-Newton method [DFP] DFP algorithm c/c++ source code. DFP source for the optimization of nonlinear programming, the effect can also be the
NdimensionNiNetwon
- 解n元非线性方程组的拟牛顿法的MATLAB程序-Solution of n-systems of nonlinear equations of quasi-Newton method of the MATLAB program
C++youhuajisuan
- 拟牛顿法（变尺度法）DFP算法的c/c++源码，可以通过修改目标函数进行各种计算。-Quasi-Newton method (DFP) DFP algorithm c/c++ Source, you can by modifying the objective function for a wide variety of computing.
niNetwon
- 解n元非线性方程组的拟牛顿法的MATLAB程序-Solution of n-systems of nonlinear equations of quasi-Newton method of the MATLAB program
jgdhghjd
- DHRT:对分法搜索方程的实根 ATKN：埃特金迭代法求方程的一个实根 NEWT：牛顿迭代法求方程的一个实根 QRRT：QR方法求实系数多项式方程的全部根 NETN：拟牛顿法求非线性方程组的一组实数解-DHRT: method to search for the real roots of equation ATKN: Aitken iterative method for a real roots of equation NEWT: Newton iteration equat
p
- 拟合曲线，最小二乘法和牛顿法等，有助大家基础学习。-Curve fitting, least squares method and Newton s law, the foundation will help you learn.
qnerr
- 采用局部拟牛顿法求解非线性方程组的C源代码-C code of quasi-Newton method for large nonlinear system solving
somefunctiontosolveextremum
- 目标函数的几种极值求解方法,包括最速下降法，拟牛顿法，共轭梯度法MATLAB实现-The objective function to solve several extreme methods, including steepest descent, quasi-Newton method, conjugate gradient method
Matlaboptimization
- 数值优化的各种算法，包括牛顿法，拟牛顿，遗传算法，等等。-Numerical optimization algorithms, including Newton' s method, quasi Newton, genetic algorithms, and so on.
MQNM
- 基于拟牛顿法的双基地目标定位算法，定位精度还可以-Newton method based on dual-base target localization algorithm, positioning accuracy can also be
niniu
- 用最优化算法中的拟牛顿法求解方程组的解，可以根据需要构造方程组-Optimization algorithm with the quasi-Newton method to estimate the parameters
solving-nonlinear-equations
- 非线性方程与方程组的求解，实现的方法有：拟牛顿法，最小二乘解的广义拟法，蒙特卡洛法-Nonlinear equations and solving equations, implementation methods are: quasi-Newton method, generalized least squares solution proposed method, Monte Carlo
4NETN
- 使用拟牛顿法求解非线性方程组的源码，只需要改变输入的方程组，即可求得需要的解。-Using the quasi-Newton method for solving nonlinear equations, source, only need to change the input equations, you can obtain the desired solution.
mathematic-library
- 数值分析类库。包括了Vector和Matrix类，可用于求CHOLESKY分解，解方程，以及求极值等。求极值的方法包括最速下降法，牛顿法，拟牛顿法，共轭梯度法，变尺度法等等。-Mathematic Analyze tools which contains the Vector and Matrix classes. It can be used to work our the parse of cholesky and solf the equation and deal with opt pr
变尺度法DFP
- 变尺度法的迭代形式与牛倾法类似，不同的是在迭代公式中用 来逼近 ，所以又称为“拟牛顿法”，变尺度法的搜索方向 ，最终要逼近牛顿方向 ，故又称为拟牛 顿方向。
niNewton_test
- Eigen 编写的拟牛顿法 解非线性方程组 //徐世良主编 数值分析与算法 // C++接口 需要Eigen3支持(quasi Newton method for solving nonlinear equations edited by Xu Shiliang numerical analysis and algorithm Eigen3 / C++ interface support)