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Real World Examples & Fractical Applications => Fractals Applied or in Nature => Topic started by: kram1032 on December 12, 2014, 01:34:21 AM




Title: dynamics of segregation - a dynamical demonstration
Post by: kram1032 on December 12, 2014, 01:34:21 AM
http://ncase.me/polygons/ - very simple, interesting and striking cellular automaton model for segregation (with full, simple explanation)

make sure to also check out the additional given links. One of them, for instance is a slightly expanded model (just without any explanation) http://ncase.me/polygons-pentagons/play/automatic/automatic_sandbox_frame.html


Title: Re: dynamics of segregation - a dynamical demonstration
Post by: youhn on December 12, 2014, 07:08:56 PM
Thanks, nice links. I had some fun reading the explanation, sliding the bars and watching the shape society!  :rotating:


Title: Re: dynamics of segregation - a dynamical demonstration
Post by: Chillheimer on December 12, 2014, 09:48:39 PM
beautiful!
always impressive to see the simple principles that rule our lives explained in a simple way.

thx for sharing!


Title: Re: dynamics of segregation - a dynamical demonstration
Post by: kram1032 on December 14, 2014, 07:38:55 PM
I always like simple ideas describing complex problems. If they fit well enough, they actually make it possible to figure out solutions by just messing with the conditions a bit.
Like in this case the idea to make shapes directly anti-shapist, actively longing for diversity - changing that to even just 99% actually is enough to significantly drop segregation. (the percentage resolution isn't particularly meaningful in this case though - really you should imagine those values to go from 0-8, 99% meaning you want at least 7 out of 8 neighbours to not be like you - the same value is assigned to anything up to as low as 87,5%. Still a really nice presentation)