algorithmic modeling for Rhino
The intersection of the 4d Mandelbrot Julia set with a unit 3-sphere, stereographically projected to flat 3-space. Using HoopSnake for the iteration and Millipede for the isosurfacing.
power 4, iteration 2:
power 4, iteration 3:
and here it is taking a larger domain and power 3
iteration 2:iteration 3:
iteration 4 (the sampling resolution isn't really high enough here to capture all the detail):
drool! Post some more Pics ;)
Here it is after another iteration
Really Nice. I have posted the question before you even managed to add the description of the photo(that would have answered it) :). Amazingly interesting outcome, lots of complexity in this isosurface. thumbs up!
Hi Marios, no there's no relaxation. Like the 2d Mandelbrot, it starts out fairly smooth and gets rougher with further iterations (this is after just 4)
Ohhh, you managed to get a mesh out of that ma[n]dness? is there any relaxing involved?
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