文件名称:4M-files-for-Neural-Networks
介绍说明－－下载内容均来自于网络，请自行研究使用
The programs in the directory "English" correspond
to the MATLAB programs cited in these two books:
1. Hervé Abdi (1994).
Les réseaux de neurones.
Grenoble (Fr.): Presses Universitaires de Grenoble.
2. Hervé Abdi, Dominique Valentin, & Betty Edelman (1999).
Neural Networks.
Thousand Oaks (CA): Sage Publications.
Feel free to use them and share them
Please quote their source when you use them.
e-mail address: herve@utdallas.edu
http://www.utdallas.edu/~herve-The programs in the directory "English" correspond
to the MATLAB programs cited in these two books:
1. Hervé Abdi (1994).
Les réseaux de neurones.
Grenoble (Fr.): Presses Universitaires de Grenoble.
2. Hervé Abdi, Dominique Valentin, & Betty Edelman (1999).
Neural Networks.
Thousand Oaks (CA): Sage Publications.
Feel free to use them and share them
Please quote their source when you use them.
e-mail address: herve@utdallas.edu
http://www.utdallas.edu/~herve
to the MATLAB programs cited in these two books:
1. Hervé Abdi (1994).
Les réseaux de neurones.
Grenoble (Fr.): Presses Universitaires de Grenoble.
2. Hervé Abdi, Dominique Valentin, & Betty Edelman (1999).
Neural Networks.
Thousand Oaks (CA): Sage Publications.
Feel free to use them and share them
Please quote their source when you use them.
e-mail address: herve@utdallas.edu
http://www.utdallas.edu/~herve-The programs in the directory "English" correspond
to the MATLAB programs cited in these two books:
1. Hervé Abdi (1994).
Les réseaux de neurones.
Grenoble (Fr.): Presses Universitaires de Grenoble.
2. Hervé Abdi, Dominique Valentin, & Betty Edelman (1999).
Neural Networks.
Thousand Oaks (CA): Sage Publications.
Feel free to use them and share them
Please quote their source when you use them.
e-mail address: herve@utdallas.edu
http://www.utdallas.edu/~herve
(系统自动生成,下载前可以参看下载内容)
下载文件列表
Programs_Herve_ABDI_Neural_Networks
...................................\english
...................................\.......\backprop1.m
...................................\.......\bckpgen.m
...................................\.......\bptest.m
...................................\.......\bye.m
...................................\.......\cls.m
...................................\.......\derlogis.m
...................................\.......\dosreadall
...................................\.......\doswriteall
...................................\.......\eigen.m
...................................\.......\eucldist.m
...................................\.......\gauss.m
...................................\.......\heterass.m
...................................\.......\heteroass.res
...................................\.......\hop2.m
...................................\.......\logist.m
...................................\.......\paq.m
...................................\.......\perceptr.m
...................................\.......\plotper.m
...................................\.......\prlearn.m
...................................\.......\prpercep.m
...................................\.......\tanh2.m
...................................\.......\testbackprop.m
...................................\.......\testbpgn.m
...................................\.......\testhete.m
...................................\.......\testper.m
...................................\.......\tlogist.m
...................................\.......\tsp2.m
...................................\francais
...................................\........\argtanh.m
...................................\........\autoass.m
...................................\........\autoass.res
...................................\........\autofig.ps
...................................\........\backfig.ps
...................................\........\backprop.m
...................................\........\backprop.res
...................................\........\bckpgen.m
...................................\........\bye.m
...................................\........\cls.m
...................................\........\derlogis.m
...................................\........\distmin.m
...................................\........\eigen.m
...................................\........\eucldistha.m
...................................\........\fact.m
...................................\........\gauss.m
...................................\........\heterass.m
...................................\........\heterfig.ps
...................................\........\heteroass.res
...................................\........\hetroass.res
...................................\........\hop1.res
...................................\........\hop2.m
...................................\........\hop2.res
...................................\........\hop3.res
...................................\........\initsp.m
...................................\........\logist.m
...................................\........\makestim.m
...................................\........\normaliz.m
...................................\........\paq.m
...................................\........\percep.res
...................................\........\percepfig.ps
...................................\........\prlearn.m
...................................\........\prpercep.m
...................................\........\randperm.m
...................................\........\rephop.m
...................................\........\repshop.m
...................................\........\showdigt.m
...................................\........\tanh2.m
...................................\........\tesshop2.m
...................................\........\testauto.m
...................................\........\testback.m
...................................\........\testbpgn.m
...................................\........\testhete.m
...................................\........\testhop.m
...................................\........\testper.m
.................................