Of course everybody has already seen a Mandelbrot set, and I suppose, many of you have calculated one on your own computer. The images you can see on this page don't show - in contrast to usual fractal images - two, but three dimensional fractals. Often fractals are called three dimensional, but, strictly speaking, they aren't three dimensional. They are only displayed in a three dimensional manner, i.e. by choosing a specific "height level" according to the color of the point.
Following images aren't of that kind. They are three dimensional generalizations of the well-known Julia sets (which are nearly related to Mandelbrot sets). Those who want to know more about them (and understands German), could read the mathematical background.
| These images were created using version 0.92 of the 3d-fractal-program Quat. The parameter files for recalculation of the images can be downloaded by clicking on them. | |
![]() Chroma
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![]() Creamorange
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![]() Dezent
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![]() Doig
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![]() Drop
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![]() Fetzen
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![]() Kamelion
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![]() Krater
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