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STOC
2001
ACM

Complex tilings

14 years 11 months ago
Complex tilings
Two infinite families of self-similar tilings are described which have apparently not been reported before. Each tiling is based on a single prototile that is a segment of a regular polygon. Each tiling is also edge to edge and bounded in the Euclidean plane, by means of the tiles being reduced in size by a fixed scaling factor. This results in self similarity. Tilings are constructed from these prototiles that are of a rich visual complexity, and an example is given of an Escher-like design based on one of these tilings.
Bruno Durand, Leonid A. Levin, Alexander Shen
Added 03 Dec 2009
Updated 03 Dec 2009
Type Conference
Year 2001
Where STOC
Authors Bruno Durand, Leonid A. Levin, Alexander Shen
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