文件名称:prog10-16
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余向阳博士Matlab教程的源代码。
包括：1.非线性方程的解法；2.线性方程的数值解法；3插值法；4.常微分方程的解法-Dr. Yu Xiangyang Tutorial Matlab source code. Include: 1. Non-linear equations 2. The numerical solution of linear equations 3 interpolation 4. The solution of ordinary differential equations
包括：1.非线性方程的解法；2.线性方程的数值解法；3插值法；4.常微分方程的解法-Dr. Yu Xiangyang Tutorial Matlab source code. Include: 1. Non-linear equations 2. The numerical solution of linear equations 3 interpolation 4. The solution of ordinary differential equations
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下载文件列表
prog10-16
.........\backsub.m
.........\bisect.m
.........\csfit.m
.........\df1041.m
.........\euler.m
.........\f1021.m
.........\f1031.m
.........\f1041.m
.........\f1042.m
.........\f1043.m
.........\f1421.m
.........\f1431.m
.........\f1432.m
.........\f1441.m
.........\f1451.m
.........\f1521.m
.........\f1531.m
.........\fixpt.m
.........\gauss.m
.........\gseid.m
.........\jacobi.m
.........\lagran.m
.........\lsline.m
.........\lspoly.m
.........\lufact.m
.........\muller.m
.........\newpoly.m
.........\newton.m
.........\prog1021.m
.........\prog1031.m
.........\prog1041.m
.........\prog1042.m
.........\prog1043.m
.........\prog1121.m
.........\prog1122.m
.........\prog1131.m
.........\prog1141.m
.........\prog1142.m
.........\prog1221.m
.........\prog1222.m
.........\prog1231.m
.........\prog1271.m
.........\prog1331.m
.........\prog1332.m
.........\prog1421.m
.........\prog1431.m
.........\prog1432.m
.........\prog1441.m
.........\prog1451.m
.........\prog1521.m
.........\prog1531.m
.........\rk4.m
.........\romber.m
.........\secant.m
.........\simpr1.m
.........\srule.m
.........\trapr1.m
.........\uptrbk.m
.........\backsub.m
.........\bisect.m
.........\csfit.m
.........\df1041.m
.........\euler.m
.........\f1021.m
.........\f1031.m
.........\f1041.m
.........\f1042.m
.........\f1043.m
.........\f1421.m
.........\f1431.m
.........\f1432.m
.........\f1441.m
.........\f1451.m
.........\f1521.m
.........\f1531.m
.........\fixpt.m
.........\gauss.m
.........\gseid.m
.........\jacobi.m
.........\lagran.m
.........\lsline.m
.........\lspoly.m
.........\lufact.m
.........\muller.m
.........\newpoly.m
.........\newton.m
.........\prog1021.m
.........\prog1031.m
.........\prog1041.m
.........\prog1042.m
.........\prog1043.m
.........\prog1121.m
.........\prog1122.m
.........\prog1131.m
.........\prog1141.m
.........\prog1142.m
.........\prog1221.m
.........\prog1222.m
.........\prog1231.m
.........\prog1271.m
.........\prog1331.m
.........\prog1332.m
.........\prog1421.m
.........\prog1431.m
.........\prog1432.m
.........\prog1441.m
.........\prog1451.m
.........\prog1521.m
.........\prog1531.m
.........\rk4.m
.........\romber.m
.........\secant.m
.........\simpr1.m
.........\srule.m
.........\trapr1.m
.........\uptrbk.m