File:Lévy's C curve (3D-goggles).jpg

Lévy's C curve, a fractal. Here it's twisted into three dimensions and also over-scaled, (normally ${\displaystyle 1/sqrt(2)}$, here ${\displaystyle 1/sqrt(phi)}$). To view this image properly you will need a pair of 3D-goggles that has a green filter to the left and a red filter on the right side, (for a clearer view, look at the color version). The image was created from using a "iterated function system", (IFS).

See also:

w:en:Lévy C curve w:en:Paul Pierre Lévy w:en:Iterated function system w:en:Phi or w:en:Golden ratio

Image: User:Solkoll. Public domainPublic domainfalsefalse This work has been released into the public domain by its author, Solkoll. This applies worldwide. In some countries this may not be legally possible; if so: Solkoll grants anyone the right to use this work for any purpose, without any conditions, unless such conditions are required by law. More 3D fractals from my tool: Image:3D Cantor set.jpg Image:3D Julia-set (IFS 001).jpg Image:Dragon trees.jpg Image:Fractal tree (Plate b - 1).jpg Image:Fractal tree (Plate b - 2).jpg Image:Fractal tree (Plate b - 3).jpg Image:Fractal weeds.jpg Image:Harter-Heighways dragon curve (3D twist).jpg Image:Heavy Lévy.jpg Image:Julia set (reversed formula 3D).jpg Image:Lévy's C curve (3D-goggles).jpg Image:Lévy C curve (3D-twist).jpg Image:Menger sponge (IFS).jpg Image:Menger sponge (Level 1-4).jpg Image:Sierpinski pyramid.jpg Image:Sierpinski tetrahedron.jpg Image:Sierpinski tetrahedron (Detail).jpg All freaktal images are from self-written tools. Linear fractals from my : "3D IFS studio" and "3D DTIFS" (dragon trees), non-linear IFS from "3D RJIFS" (3D rev Julia).

See also: Solkoll & Solkoll 2D

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