Graduate mathematics numerical analysis course will use Matlab procedures, including the best approximation, power law, iterative methods, and so on.

数值分析考试Matlab程序\Gauss-Seidel\diedaicishu.asv
数值分析考试Matlab程序\Gauss-Seidel\Fgseid.m
数值分析考试Matlab程序\Gauss-Seidel\gseid.m
数值分析考试Matlab程序\Gauss-Seidel\迭代次数.m
数值分析考试Matlab程序\Jacobi\Fjacobi.m
数值分析考试Matlab程序\Jacobi\jacobi.m
数值分析考试Matlab程序\Newton解方程的解\Newton.m
数值分析考试Matlab程序\Newton解方程的解\Newton_main.asv
数值分析考试Matlab程序\Newton解方程的解\Newton_main.m
数值分析考试Matlab程序\Newton解方程的解\求迭代次数.m
数值分析考试Matlab程序\Newton迭代法求解非线性方程组\dfun.m
数值分析考试Matlab程序\Newton迭代法求解非线性方程组\fun.m
数值分析考试Matlab程序\Newton迭代法求解非线性方程组\newton.m
数值分析考试Matlab程序\SOR\Fsor.m
数值分析考试Matlab程序\SOR\sor.m
数值分析考试Matlab程序\SOR\迭代矩阵.asv
数值分析考试Matlab程序\SOR\迭代矩阵.m
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\mifa.asv
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\mifa.m
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\mifa_main.asv
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\mifa_main.m
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\nijvzheng.asv
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\nijvzheng.m
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\乘幂法.m
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\条件数.asv
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量\条件数.m
数值分析考试Matlab程序\列主元消去法计算线性方程组\Fzhuyuan.m
数值分析考试Matlab程序\列主元消去法计算线性方程组\zhuyuan.asv
数值分析考试Matlab程序\列主元消去法计算线性方程组\zhuyuan.m
数值分析考试Matlab程序\复合simpson积分\f_xps.m
数值分析考试Matlab程序\复合simpson积分\xps.m
数值分析考试Matlab程序\复合simpson积分\xps_main.m
数值分析考试Matlab程序\定积分与反常积分运算\jifen.asv
数值分析考试Matlab程序\定积分与反常积分运算\jifen.m
数值分析考试Matlab程序\牛顿法求解非线性方程组 能用\netwonfxx.m
数值分析考试Matlab程序\牛顿法求解非线性方程组 能用\netwonfxx111.m
数值分析考试Matlab程序\牛顿法求解非线性方程组 能用\newton xiuzheng.asv
数值分析考试Matlab程序\牛顿法求解非线性方程组 能用\newton xiuzheng.m
数值分析考试Matlab程序\牛顿法求解非线性方程组 能用\qds.m
数值分析考试Matlab程序\Gauss-Seidel\NewFolder1
数值分析考试Matlab程序\Gauss-Seidel
数值分析考试Matlab程序\Jacobi
数值分析考试Matlab程序\Newton解方程的解
数值分析考试Matlab程序\Newton迭代法求解非线性方程组
数值分析考试Matlab程序\SOR
数值分析考试Matlab程序\乘幂法计算矩阵的主特征值及其特征向量
数值分析考试Matlab程序\列主元消去法计算线性方程组
数值分析考试Matlab程序\复合simpson积分
数值分析考试Matlab程序\定积分与反常积分运算
数值分析考试Matlab程序\牛顿法求解非线性方程组 能用
数值分析考试Matlab程序

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