Clifford A. Reiter, Chaotic Attractors exhibiting quasicrystalline structure, Computers & Graphics, 26 (2002) 511-517

An extension of canonical projection allowing the projection of objects from higher dimensional space onto quasicrystalline structures is developed. In particular, we create symmetric chaotic attractors in 5-dimensionsal space and then project them to the plane such that the resulting image exhibits the structure of a quasicrystalline tiling. These images give a new visual expression of the higher dimensional symmetry of the corresponding attractor.

See also: · Some Images and animations related to the paper [Images, and Animations], [Preprint] · Another approach toward forbidden local structures [Abstract] · Tilings with quasicrystaline structure [Images and Animations], [Abstract] · A Gallery of Chaotic Attractor images. · A List of Chaotic Attractor publications.