Some Animations of Chaotic Attractors With Evolving Symmetry
These animations were created by Jeff Dumont, Flynn Heiss, Kevin Jones, CliffReiter, and Lisa Vislocky based their paper "Chaotic Attractors and Evolving Planar Symmetry", Computers & Graphics 23 (1999) 613-619. [Preprint] [Abstract]

Animated evolution of an attractor with symmetry evolving from:

13k

pma2 to p1a1


384 by 128(1.5M)


or


768 by 256(6M)

12k

pm11 to p1m1


384 by 128(2M)


or


768 by 256 (7M)

21k

cm to cmm


256x256 (4M)


or


512 by 512 (16M)

22k

cm to pgg symmetry


256x256 (3M)


or


512 by 512 (12M)
.
23k

cmm to pgg symmetry


256x256 (3M)


or


512 by 512 (12M)
.
20k

p2 to pm


256x256 (3M)


or


512 by 512 (12M)

20k

p31m to p3 to p3m1


256 by 256 (4M)


or


512 by 512 (16M)