文件名称:ccfir
介绍说明--下载内容均来自于网络,请自行研究使用
在数值微积分中讨论并比较了没有初等函数解析式情况下的
定积分数值逼近的-Discussed in the numerical integration and compared the analytic situation is not under the primary function of integral numerical approximation of the rectangular method, trapezoidal method, Simpson' s method and Coates law
定积分数值逼近的-Discussed in the numerical integration and compared the analytic situation is not under the primary function of integral numerical approximation of the rectangular method, trapezoidal method, Simpson' s method and Coates law
(系统自动生成,下载前可以参看下载内容)
下载文件列表
ccfir\fzzyquad.asv
.....\fzzyquad.m
.....\gauss10.m
.....\hs_err_pid3300.log
.....\hs_err_pid4048.log
.....\hs_err_pid916.log
ccfir
.....\fzzyquad.m
.....\gauss10.m
.....\hs_err_pid3300.log
.....\hs_err_pid4048.log
.....\hs_err_pid916.log
ccfir