Title: Binary tree (small) Post by: faceface on October 30, 2006, 08:51:49 PM (http://funktopia.net/images/1/16/Bin_0.gif)
(http://funktopia.net/images/3/32/Bin_1.gif) (http://funktopia.net/images/0/02/Bin_2.gif) (http://funktopia.net/images/8/82/Bin_3.gif) (http://funktopia.net/images/b/b4/Bin_4.gif) (http://funktopia.net/images/8/8f/Bin_5.gif) (http://funktopia.net/images/4/44/Bin_6.gif) These were some very early images that I generated once I had my 'tree visualization' algorithm up and running. I liked the simple aesthetic of the binary tree. I was going to describe my algorithm here, but it will become clear when I post more pictures. The stark simplicity of these images make them look rather drab in comparison to some of the amazing images posted here. I am not sure if the simplicity of the image belies a mathematical complexity or simply more simplicity. Drawing a line between the 'top' of each disk makes a straight line that intersects the central horizontal line. This cutting point is an infinite series of pi. Title: Re: Binary tree (small) Post by: faceface on October 30, 2006, 08:56:34 PM I am not sure if this forum is the place to 'spam', but I would be willing to sell some limited edition high resolution prints of some of my images. Please flame me if this is simply not the place to hock my shoddy images. All offers considered ;-)
Title: Re: Binary tree (small) Post by: heneganj on October 30, 2006, 10:36:37 PM Love those circles. The proper place to put links of a commercial nature is on this board: http://www.fractalforums.com/index.php?board=56.0 (http://www.fractalforums.com/index.php?board=56.0) but please read the linking rules! And I'd recommend of course including some thumbnails. Your circles reminded me of this: (http://upload.wikimedia.org/wikipedia/fr/thumb/b/b0/Underground-symbol_london.gif/150px-Underground-symbol_london.gif) |