Newton Fractal Zoom
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Uploaded by tobstar87 on May 1, 2008
Using Newton's method to compute the five roots of a complex polynomial, one recognizes that coloring each starting point in the color of the root Newton's method will converge to results in fractal structures. This is a video of zooming into this structure, computed from roughly 1200 images, width of the image ranging from 240 to 0.0000000000000000002, which is when the floating point representation of my computer couldn't handle the small numbers any more (pixels become visible).
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wunderschön
der pixel am ende isn bissel hässlich passt iwie net rein
beatiful
the px at the end is a bit ugly doesnt fit to the rest somehow
HALINGKA13 1 year ago
Thanks for your isperation
Danke für deine Isperation.
5*
tom091178 2 years ago
lol it becomes a pixel at the end haha
ggafsdgafsd 2 years ago