A guide to the symmetry structure of quasiperiodic tiling classes

Hermisson J, Richard C, Baake M (1997)


Publication Type: Journal article

Publication year: 1997

Journal

Book Volume: 7

Pages Range: 1003-1018

Journal Issue: 8

DOI: 10.1051/jp1:1997200

Abstract

Based upon the torus parametrization which was introduced recently, we present a recipe allowing for a complete analysis of the symmetry structure of quasiperiodic local isomorphism classes in one and two dimensions. A number of results is provided explicitly, including some widely used planar tiling classes with 8-, 10- and 12-fold rotational symmetry.

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APA:

Hermisson, J., Richard, C., & Baake, M. (1997). A guide to the symmetry structure of quasiperiodic tiling classes. Journal de Physique I, 7(8), 1003-1018. https://dx.doi.org/10.1051/jp1:1997200

MLA:

Hermisson, Joachim, Christoph Richard, and Michael Baake. "A guide to the symmetry structure of quasiperiodic tiling classes." Journal de Physique I 7.8 (1997): 1003-1018.

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