see also: http://mrob.com/pub/comp/xmorphia/ http://en.wikipedia.org/wiki/Reaction%E2%80%93diffusion_system
On 5 March 2011 11:39, James Morris <[email protected]> wrote: > That's a good point. Did you look at any of his other pieces, the > black & white ones for example?They still suffer from the same > criticism, but at least they don't look so much like candy floss ;-) > > I took a look at his website and found a 4.8mb PDF which I started to > believe was going to explain everything. Unfortunately that weight was > taken mostly with images. > > http://jonathanmccabe.com/Cyclic_Symmetric_Multi-Scale_Turing_Patterns.pdf > > Here's the link which introduced me: > > http://www.algorithmic-worlds.net/blog/blog.php?Post=20110227 > > He's not mentioned until right at the bottom. > > James. > > > On 5 March 2011 11:22, Michael Szpakowski <[email protected]> wrote: >> It would be really interesting to see how, concretely, the maths and the >> programming that create this interact. >> The description doesn't give us any sense of this, or how much >> "voluntaristic" initial artist input there is - surely *some* initial >> conditions must be specified -colours, co-ordinates, whatever? >> As it stands the description verges on arm waving & mystification... >> It all looks *quite nice* in a theme-parky kind of way. Maybe, with an >> appreciation of the pains the artist took to get to it, it could provide >> some nourishment - at the moment, for me at least, it's candyfloss and no >> more... >> michael >> >> --- On Fri, 3/4/11, James Morris <[email protected]> wrote: >> >>> From: James Morris <[email protected]> >>> Subject: [NetBehaviour] into the color flow - Jonathan McCabe >>> To: [email protected] >>> Date: Friday, March 4, 2011, 11:50 PM >>> "Three processes interact to make >>> this animation. A spontaneous >>> differentiation due to a multi-scale Turing instability >>> causes the >>> development of dots and lines of various colors. Each color >>> is also a >>> movement, leading to a compressible flow which smears and >>> obliterates >>> the dots and lines. The third process is an overall >>> exponential growth >>> or inflation. Small structures expand, and the Turing >>> instability >>> causes sub-structures to form. " >>> >>> http://vimeo.com/20012585 >>> _______________________________________________ >>> NetBehaviour mailing list >>> [email protected] >>> http://www.netbehaviour.org/mailman/listinfo/netbehaviour >>> >> _______________________________________________ >> NetBehaviour mailing list >> [email protected] >> http://www.netbehaviour.org/mailman/listinfo/netbehaviour >> > > > > -- > _ > : http://jwm-art.net/ > -audio/image/text/code/ > -- _ : http://jwm-art.net/ -audio/image/text/code/ _______________________________________________ NetBehaviour mailing list [email protected] http://www.netbehaviour.org/mailman/listinfo/netbehaviour
