文件名称:code

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  • matlab例程
  • 资源属性:
  • [Matlab] [源码]
  • 上传时间:
  • 2012-12-14
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  • 740kb
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  • 0次
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《神经-模糊和软计算》(张智星)书中全部例程-Soft Computing Toolbox for Neural-Fuzzy and Soft Computing-- by Roger Jang
(系统自动生成,下载前可以参看下载内容)

下载文件列表





Soft Computing Toolbox for Neural-Fuzzy and Soft Computing -- by Roger Jang\activati.m

...........................................................................\adjeta.m

...........................................................................\allbells.m

...........................................................................\allfig.m

...........................................................................\alphabet.mat

...........................................................................\arrow.m

...........................................................................\attract.m

...........................................................................\auto-mpg.dat

...........................................................................\auto-mpg.des

...........................................................................\banana.m

...........................................................................\bana_sd.m

...........................................................................\bellanim.m

...........................................................................\bellmanu.m

...........................................................................\bfgs.m

...........................................................................\binxor.dat

...........................................................................\bipxor.dat

...........................................................................\bit2num.m

...........................................................................\bj.dat

...........................................................................\bj.des

...........................................................................\bjpick2.m

...........................................................................\bjpick3.m

...........................................................................\bjtrain.m

...........................................................................\blackbg.m

...........................................................................\boundary.mat

...........................................................................\carterr.m

...........................................................................\cartfis.m

...........................................................................\cartglob.m

...........................................................................\cartmain.m

...........................................................................\cartmf.m

...........................................................................\cg.m

...........................................................................\ch02.m

...........................................................................\ch03.m

...........................................................................\ch04.m

...........................................................................\ch05.m

...........................................................................\ch06.m

...........................................................................\ch07.m

...........................................................................\ch09.m

...........................................................................\ch11.m

...........................................................................\ch12.m

...........................................................................\ch14.m

...........................................................................\ch15.m

...........................................................................\ch17.m

...........................................................................\ch19.m

...........................................................................\channel.m

...........................................................................\compball.m

...........................................................................\complv.m

...........................................................................\contents.m

...........................................................................\convex.m

...

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