mhampton wrote:
There are all sorts of nice possibilities with complex_plot. As just
one example:
complex_plot(z*log(z)*exp((z^5+1)/(z^5-1)^(1/2)),(-1,1),(-1,1), axes =
False, figsize = [10,10], plot_points = 1000)
gives:
http://www.d.umn.edu/~mhampton/zlogzz5.png
Really the tip of the iceberg for that sort of stuff.
-Marshall
They are the sort of things that would be nice to have as pre-installed
'published' documents - see the thread of mine
http://groups.google.com/group/sage-devel/browse_thread/thread/6580ca4cc7b3e9d7/a3d0510292702460?hl=en&ie=UTF-8&q=Should+there+be+some+*good*+examples+on+notebook%3F#a3d0510292702460
There are some nice ones too at
http://gallery.wolfram.com/
They guy that wrote this book
http://www.amazon.com/Mathematica-Guidebook-Graphics-Michael-Trott/dp/0387950109
seems an expert at making nice images. I don't know sort of brain you need to
make such things. I understand how the Mandlebrot set is produced (spent ages
coding that in assembler once), but some of the stuff people produce is
breathtaking.
PS I'm captain of a chess team called "Chaotic Equations"
Dave
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