文件名称:nolinerequationssolves
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MATLAB求解非线性方程组的一些算法程序,牛顿迭代法,高斯迭代法等-MATLAB for solving nonlinear equations of some algorithm program, Newton iteration, Gauss iterative method, etc.
相关搜索: Newton
iteration
for
solving
nonlinear
equations
高斯-塞德尔法求解
线性方程组
非线性方程组
牛顿迭代法
MATLAB
程序
牛顿迭代法
解非线性
方程组
iteration
for
solving
nonlinear
equations
高斯-塞德尔法求解
线性方程组
非线性方程组
牛顿迭代法
MATLAB
程序
牛顿迭代法
解非线性
方程组
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下载文件列表
第10章 非线性方程组求解\DiffParam1.m
........................\DiffParam2.m
........................\mulBFS.m
........................\mulConj.m
........................\mulDamp.m
........................\mulDFP.m
........................\mulDiscNewton.m
........................\mulDNewton.m
........................\mulFastDown.m
........................\mulGSND.m
........................\mulGXF1.m
........................\mulGXF2.m
........................\mulMix.m
........................\mulNewton.m
........................\mulNewtonSOR.m
........................\mulNewtonStev.m
........................\mulNumYT.m
........................\mulRank1.m
........................\mulSimNewton.m
........................\mulStablePoint.m
........................\mulVNewton.m
........................\SOR.m
........................\函数功能说明.xls
第10章 非线性方程组求解
........................\DiffParam2.m
........................\mulBFS.m
........................\mulConj.m
........................\mulDamp.m
........................\mulDFP.m
........................\mulDiscNewton.m
........................\mulDNewton.m
........................\mulFastDown.m
........................\mulGSND.m
........................\mulGXF1.m
........................\mulGXF2.m
........................\mulMix.m
........................\mulNewton.m
........................\mulNewtonSOR.m
........................\mulNewtonStev.m
........................\mulNumYT.m
........................\mulRank1.m
........................\mulSimNewton.m
........................\mulStablePoint.m
........................\mulVNewton.m
........................\SOR.m
........................\函数功能说明.xls
第10章 非线性方程组求解