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Re: computer-go: Go and chaos/complexity/dynamical-systems theory

To: computer-go@xxxxxxxxxxxxxxxxx
Subject: Re: computer-go: Go and chaos/complexity/dynamical-systems theory
From: "Hans F. Zschintzsch" <hfz@xxxxxxxxxxx>
Date: Sat, 30 Oct 1999 21:41:01 +0200
References: <XFMail.991026153103.tjohnson@xxxxxxxxxxxxxxxxx> <3816283F.D2550F63@xxxxxxxxxxxxxxxxx> <l03110701b43cca71da63@[192.168.56.136]> <38183622.FDE17E21@xxxxxxxxxxxxxxxxx> <381858BF.6938435A@xxxxxxxxxxxxxxxxx>
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Ray Easton schrieb:
> 
> "Hans F. Zschintzsch" wrote:
> 
> > So there is at least one metric a little bit more interesting
> > than just |f,g|=0 if f=g and |f,g|=1 otherwise.
> 
> Alas, it only appears to be more interesting.  On a discrete space all metrics
> are equivalent.  (More technically,  the various metric spaces are all
> diffeomorphic.)

Can you enlighten me what "diffeomorphic" means? 
[I'm not an expert in topology]

Hans

References:
- RE: computer-go: Go and chaos theory
  - From: Thomas Johnson
- Re: computer-go: Go and chaos theory
  - From: Ray Easton
- computer-go: Go and chaos/complexity/dynamical-systems theory
  - From: John Aspinall
- Re: computer-go: Go and chaos/complexity/dynamical-systems theory
  - From: Hans F. Zschintzsch
- Re: computer-go: Go and chaos/complexity/dynamical-systems theory
  - From: Ray Easton

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