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Title: 312009 Download
 Description: Romberg integration, the function is known to some of the nodes, you can get according to Romberg integration method approximate the function of these points
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312009080605326黄兆兵\实验四龙贝格积分法\1.cpp
.....................\..................\实验四龙贝格积分法.doc
.....................\....六欧拉法与改进欧拉法\1.cpp
.....................\........................\2.cpp
.....................\........................\实验六欧拉法与改进欧拉法.doc
.....................\....五拉格朗日插值与牛顿插值\1.cpp
.....................\............................\实验五拉格朗日插值与牛顿插值.doc
.....................\....二解线性方程组的直接法\1.cpp
.....................\..........................\2.cpp
.....................\..........................\实验二解线性方程组的直接法.doc
.....................\....三解线性方程组的迭代法\1.cpp
.....................\..........................\2.cpp
.....................\..........................\实验三解线性方程组的迭代法.doc
.....................\....一非线性方程求根问题\1.cpp
.....................\........................\2.cpp
.....................\........................\3.cpp
.....................\........................\4.cpp
.....................\........................\实验一非线性方程求根问题.doc
.....................\实验四龙贝格积分法
.....................\实验六欧拉法与改进欧拉法
.....................\实验五拉格朗日插值与牛顿插值
.....................\实验二解线性方程组的直接法
.....................\实验三解线性方程组的迭代法
.....................\实验一非线性方程求根问题
312009080605326黄兆兵
    

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