文件名称:shuzhifenxi
- 所属分类：
- 数学计算/工程计算
- 资源属性：
- [Windows] [Visual C] [源码]
- 上传时间：
- 2012-11-26
- 文件大小：
- 7.12mb
- 下载次数：
- 0次
- 提 供 者：
- 程*
- 相关连接：
- 无
- 下载说明：
- 别用迅雷下载，失败请重下，重下不扣分！
介绍说明－－下载内容均来自于网络，请自行研究使用
数值计算各算法的程序,包括:牛顿迭代法,超松驰迭代法,微分法等.对于初学数值分析这门课程的人有很大的帮助.-Numerical calculation procedure of the algorithm, including: Newton iteration, ultra-relaxation iteration method, differential method and so on. Beginner numerical analysis for this course were very helpful.
(系统自动生成,下载前可以参看下载内容)
下载文件列表
chengxu
.......\1
.......\.\Cpp1.cpp
.......\.\Cpp1.dsp
.......\.\Cpp1.dsw
.......\.\Cpp1.ncb
.......\.\Cpp1.opt
.......\.\Cpp1.plg
.......\.\Debug
.......\.\jiujiubiao.cpp
.......\.\jiujiubiao.dsp
.......\.\jiujiubiao.ncb
.......\.\jiujiubiao.plg
.......\Debug
.......\newton迭代
.......\..........\Debug
.......\..........\newton迭代.cpp
.......\..........\newton迭代.dsp
.......\..........\newton迭代.dsw
.......\..........\newton迭代.ncb
.......\..........\newton迭代.opt
.......\..........\newton迭代.plg
.......\p114n35
.......\.......\列主元高斯消去法
.......\.......\................\Debug
.......\.......\................\列主元高斯消去法.cpp
.......\.......\................\列主元高斯消去法.dsp
.......\.......\................\列主元高斯消去法.dsw
.......\.......\................\列主元高斯消去法.ncb
.......\.......\................\列主元高斯消去法.opt
.......\.......\................\列主元高斯消去法.plg
.......\p114n36
.......\.......\逐次超松弛法
.......\.......\............\Debug
.......\.......\............\逐次超松弛法.dsp
.......\.......\............\逐次超松弛法.dsw
.......\.......\............\逐次超松弛法.ncb
.......\.......\............\逐次超松弛法.opt
.......\.......\............\逐次超松弛法.plg
.......\.......\............\逐次超松弛迭代法SOR.CPP
.......\.......\............\逐次超松弛迭代法SOR.DSP
.......\.......\............\逐次超松弛迭代法SOR.DSW
.......\.......\............\逐次超松弛迭代法SOR.ncb
.......\.......\............\逐次超松弛迭代法SOR.OPT
.......\.......\............\逐次超松弛迭代法SOR.PLG
.......\p182n38
.......\.......\Debug
.......\.......\p182n38.dsp
.......\.......\p182n38.dsw
.......\.......\p182n38.ncb
.......\.......\p182n38.opt
.......\.......\p182n38.plg
.......\.......\三次样条插值.cpp
.......\.......\三次样条插值.dsp
.......\.......\三次样条插值.dsw
.......\.......\三次样条插值.ncb
.......\.......\三次样条插值.opt
.......\.......\三次样条插值.plg
.......\p19n20
.......\......\(1)(2).cpp
.......\......\(1)(2).dsp
.......\......\(1)(2).dsw
.......\......\(1)(2).ncb
.......\......\(1)(2).opt
.......\......\(1)(2).plg
.......\......\Debug
.......\......\n20.dsp
.......\......\n20.dsw
.......\......\n20.ncb
.......\......\n20.opt
.......\......\n20.plg
.......\p236n23
.......\.......\Debug
.......\.......\p236n23.dsp
.......\.......\p236n23.dsw
.......\.......\p236n23.ncb
.......\.......\p236n23.opt
.......\.......\外推法计算重积分.cpp
.......\.......\外推法计算重积分.dsp
.......\.......\外推法计算重积分.dsw
.......\.......\外推法计算重积分.ncb
.......\.......\外推法计算重积分.opt
.......\.......\外推法计算重积分.plg
.......\p236n23'
.......\........\1.cpp
.......\........\1.dsp
.......\........\1.dsw
.......\........\1.ncb
.......\........\1.opt
.......\........\1.plg
.......\........\Debug
.......\p285n21
.......\.......\Debug
.......\.......\p285n21.dsp
.......\.......\p285n21.dsw
.......\.......\p285n21.ncb
.......\.......\p285n21.opt
.......\.......\p285n21.plg
.......\.......\常微分方程数值解RK4AB4AM4.CPP
.......\.......\常微分方程数值解RK4AB4AM4.DSP
.......\1
.......\.\Cpp1.cpp
.......\.\Cpp1.dsp
.......\.\Cpp1.dsw
.......\.\Cpp1.ncb
.......\.\Cpp1.opt
.......\.\Cpp1.plg
.......\.\Debug
.......\.\jiujiubiao.cpp
.......\.\jiujiubiao.dsp
.......\.\jiujiubiao.ncb
.......\.\jiujiubiao.plg
.......\Debug
.......\newton迭代
.......\..........\Debug
.......\..........\newton迭代.cpp
.......\..........\newton迭代.dsp
.......\..........\newton迭代.dsw
.......\..........\newton迭代.ncb
.......\..........\newton迭代.opt
.......\..........\newton迭代.plg
.......\p114n35
.......\.......\列主元高斯消去法
.......\.......\................\Debug
.......\.......\................\列主元高斯消去法.cpp
.......\.......\................\列主元高斯消去法.dsp
.......\.......\................\列主元高斯消去法.dsw
.......\.......\................\列主元高斯消去法.ncb
.......\.......\................\列主元高斯消去法.opt
.......\.......\................\列主元高斯消去法.plg
.......\p114n36
.......\.......\逐次超松弛法
.......\.......\............\Debug
.......\.......\............\逐次超松弛法.dsp
.......\.......\............\逐次超松弛法.dsw
.......\.......\............\逐次超松弛法.ncb
.......\.......\............\逐次超松弛法.opt
.......\.......\............\逐次超松弛法.plg
.......\.......\............\逐次超松弛迭代法SOR.CPP
.......\.......\............\逐次超松弛迭代法SOR.DSP
.......\.......\............\逐次超松弛迭代法SOR.DSW
.......\.......\............\逐次超松弛迭代法SOR.ncb
.......\.......\............\逐次超松弛迭代法SOR.OPT
.......\.......\............\逐次超松弛迭代法SOR.PLG
.......\p182n38
.......\.......\Debug
.......\.......\p182n38.dsp
.......\.......\p182n38.dsw
.......\.......\p182n38.ncb
.......\.......\p182n38.opt
.......\.......\p182n38.plg
.......\.......\三次样条插值.cpp
.......\.......\三次样条插值.dsp
.......\.......\三次样条插值.dsw
.......\.......\三次样条插值.ncb
.......\.......\三次样条插值.opt
.......\.......\三次样条插值.plg
.......\p19n20
.......\......\(1)(2).cpp
.......\......\(1)(2).dsp
.......\......\(1)(2).dsw
.......\......\(1)(2).ncb
.......\......\(1)(2).opt
.......\......\(1)(2).plg
.......\......\Debug
.......\......\n20.dsp
.......\......\n20.dsw
.......\......\n20.ncb
.......\......\n20.opt
.......\......\n20.plg
.......\p236n23
.......\.......\Debug
.......\.......\p236n23.dsp
.......\.......\p236n23.dsw
.......\.......\p236n23.ncb
.......\.......\p236n23.opt
.......\.......\外推法计算重积分.cpp
.......\.......\外推法计算重积分.dsp
.......\.......\外推法计算重积分.dsw
.......\.......\外推法计算重积分.ncb
.......\.......\外推法计算重积分.opt
.......\.......\外推法计算重积分.plg
.......\p236n23'
.......\........\1.cpp
.......\........\1.dsp
.......\........\1.dsw
.......\........\1.ncb
.......\........\1.opt
.......\........\1.plg
.......\........\Debug
.......\p285n21
.......\.......\Debug
.......\.......\p285n21.dsp
.......\.......\p285n21.dsw
.......\.......\p285n21.ncb
.......\.......\p285n21.opt
.......\.......\p285n21.plg
.......\.......\常微分方程数值解RK4AB4AM4.CPP
.......\.......\常微分方程数值解RK4AB4AM4.DSP