ssingh@watserv1.waterloo.edu ($anjay [+] $ingh - Indy Studz) (09/21/90)
I know this topic has come up before, but if anyone has a list of
references, or knows of the definitive method for calculating the
fractal dimension of a neural net, please reply to me and let me in
on this.
I'll be happy to post a summary or to forward any info. Just ask.
Thanks for reading...
BTW, the only reference I know of to do this involved Lyapunov exponents,
but it was too terse to do anything with.
--
"No one had the guts... until now..."
|-"psychotic" $anjay [+] $ingh ssingh@watserv1.[u]waterloo.{edu|cdn}/[ca] -|
watserv1%rn alt.[CENSORED BY JOHNNY WONG, THE MAN WHO PROTECTS ME FROM MYSELF]
!two-live-crew!cindy's_torment!bambina_child!ALT.[group]!Public_Enemy!N.W.A.!stam@dgp.toronto.edu (Jos Stam) (09/22/90)
Indy Studz writes: >I know this topic has come up before, but if anyone has a list of >references, or knows of the definitive method for calculating the >fractal dimension of a neural net, please reply to me and let me in ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ >on this. Gee, they even use fractals in neural nets. How is this related to neural nets? I know a neural is a sort of a dynamical system, so you can study attractors and other beasts and characterize them by fractal dimensions and the sort... Just curious Jos