文件名称:数值微分和数值积分
介绍说明--下载内容均来自于网络,请自行研究使用
数值微分和数值积分:Newton-Cotes公式、复化公式和区间逐次半分法、外推法和Romberg积分、自适应Simpson积分法-numerical differentiation and numerical ranking : Newton- Cotes formulas, rehabilitation of formula and a half hours successive interval, extrapolation and Romberg integration, adaptive Simpson integration
相关搜索: romberg
simpson
数值积分
cotes
numericaldifferentiationandnumericalintegrati
数值微分
gchebysh
c
Newton-Raphson
simpson
数值积分
cotes
numericaldifferentiationandnumericalintegrati
数值微分
gchebysh
c
Newton-Raphson
(系统自动生成,下载前可以参看下载内容)
下载文件列表
数值微分和数值积分
..................\ADAPSIM.C
..................\ADAPSIMM.C
..................\ADAPSIMM.DAT
..................\COMPSIMM.C
..................\COMPSIMM.DAT
..................\COMPTRAM.C
..................\COMPTRAM.DAT
..................\COMPTRAP.C
..................\GCHEBYSH.C
..................\GCHEBYSM.C
..................\GCHEBYSM.DAT
..................\GHERMITE.C
..................\GHERMITM.C
..................\GHERMITM.DAT
..................\GHERMITM.TAB
..................\GLAGUERM.C
..................\GLAGUERM.DAT
..................\GLAGUERM.TAB
..................\GLAGUERR.C
..................\GLEGENC.C
..................\GLEGENCM.C
..................\GLEGENCM.DAT
..................\GLEGENDM.C
..................\GLEGENDM.DAT
..................\GLEGENDM.TAB
..................\GLEGENDR.C
..................\NEWTCOT.C
..................\NEWTCOTM.C
..................\NEWTCOTM.DAT
..................\ROMBERG.C
..................\ROMBERGM.C
..................\ROMBERGM.DAT
..................\ADAPSIM.C
..................\ADAPSIMM.C
..................\ADAPSIMM.DAT
..................\COMPSIMM.C
..................\COMPSIMM.DAT
..................\COMPTRAM.C
..................\COMPTRAM.DAT
..................\COMPTRAP.C
..................\GCHEBYSH.C
..................\GCHEBYSM.C
..................\GCHEBYSM.DAT
..................\GHERMITE.C
..................\GHERMITM.C
..................\GHERMITM.DAT
..................\GHERMITM.TAB
..................\GLAGUERM.C
..................\GLAGUERM.DAT
..................\GLAGUERM.TAB
..................\GLAGUERR.C
..................\GLEGENC.C
..................\GLEGENCM.C
..................\GLEGENCM.DAT
..................\GLEGENDM.C
..................\GLEGENDM.DAT
..................\GLEGENDM.TAB
..................\GLEGENDR.C
..................\NEWTCOT.C
..................\NEWTCOTM.C
..................\NEWTCOTM.DAT
..................\ROMBERG.C
..................\ROMBERGM.C
..................\ROMBERGM.DAT