程序\Aitken 方法\ff.m
....\...........\trootait.m
....\Euler格式法\naeuler.m
....\...........\Untitled.m
....\Lagrange插值\nalagr.m
....\............\naspline.asv
....\............\Untitled2.m
....\.U分解\nalu.m
....\......\Untitled3.m
....\Romberg求积\naromberg.m
....\...........\Untitled4.m
....\三阶样条插值\naspline.m
....\............\Untitled10.m
....\书上没得\full.m
....\........\jacobi.m
....\........\shiyan1n500.m
....\........\zhuigan.m
....\二分法\fun.asv
....\......\fun.m
....\......\fun1.m
....\......\hs_err_pid296.log
....\......\nabisect.m
....\......\Untitled3-１.asv
....\......\Untitled3-１.m
....\......\Untitled3.m
....\变步长的四阶Runge-kutta格式法\nark4v.m
....\.............................\Untitled2.m
....\四阶Runge-kutta格式法\nark4.m
....\.....................\Untitled2.m
....\多项式拟合\nafit.m
....\..........\Untitled6.m
....\.ú匠ぬ菪畏╘
atrapz.m
....\............\Untitled3.m
....\......高斯积分\nagsint.asv
....\..............\nagsint.m
....\..............\Untitled10.m
....\改进Euler格式法\naeuler2.m
....\...............\Untitled4.m
....\....的euler格式\dyfun.m
....\...............\naeuler2s.m
....\...............\Untitled2.m
....\条件数，范数\Untitled1.m
....\............\Untitled2.m
....\正交多项式拟合\naorthfit.m
....\..............\Untitled8.m
....\牛顿迭代法\nanewton.asv
....\..........\nanewton.m
....\..........\Untitled.m
....\紧凑格式的LU分解法\nalupad.m
....\..................\Untitled2.m
....\自适应Simpson法\naadapt.m
....\选列主元高斯消去法\nagauss2.m
....\..................\Untitled1.m
....\..................\Untitled5 .m
....\隐式Euler格式法\naeulerb.m
....\...............\Untitled3.m
....\顺序高斯消去法\nagauss.m
....\..............\nagauss2.m
....\高斯迭代法\分量形式的SOR迭代法\nasor.m
....\..........\...................\Untitled13.m
....\..........\普通方程的高斯法\nags.asv
....\..........\................\nags.m
....\..........\................\Untitled12.m
....\..........\解大型稀疏方程高斯法\naspgs.m
....\..........\分量形式的SOR迭代法
....\..........\普通方程的高斯法
....\..........\解大型稀疏方程高斯法
....\Aitken 方法
....\Euler格式法
....\Lagrange插值
....\LU分解
....\Romberg求积
....\三阶样条插值
....\书上没得
....\二分法
....\变步长的四阶Runge-kutta格式法
....\四阶Runge-kutta格式法
....\多项式拟合
....\定步长梯形法
....\定步长高斯积分
....\改进Euler格式法
....\改进的euler格式
....\条件数，范数
....\正交多项式拟合
....\牛顿迭代法
....\紧凑格式的LU分解法
....\自适应Simpson法
....\选列主元高斯消去法
....\隐式Euler格式法
....\顺序高斯消去法
....\高斯迭代法
程序