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Fractal tiling | Mark McClure | Observable
Fractal tiling | Mark McClure | Observable
Observable
412
22
Fractal tiling
Public
If a set tiles the plane, then its dimension must be two so it's not fractal. Its boundary might be fractal, though! This collection contains some notebooks that use iterated function systems to explore the possibilities.
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Self-affine tiles
Mark McClure
Dec 7, 2021
4
Tutorial on self-affine tiles
Mark McClure
Sep 11, 2023
1
The Twindragon (with boundary)
Fork
Mark McClure
Nov 14, 2023
2
The Twindragon
Mark McClure
Dec 9, 2021
The tame twindragon
Mark McClure
Apr 12, 2023
2
A self-affine tile with holes
Mark McClure
Dec 9, 2021
8
3
Self-affine tiles via polygon merge
Fork
Mark McClure
Dec 10, 2021
1
The Eisenstein fractions
Mark McClure
Dec 9, 2021
2