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28 March 2024
 
  » arxiv » math-ph/9911014

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Diffraction of the Dart-Rhombus Random Tiling
Moritz Hoeffe ;
Date 10 Nov 1999
Subject Mathematical Physics; Statistical Mechanics | math-ph cond-mat.stat-mech math.MP
AbstractThe diffraction spectrum of the dart-rhombus random tiling of the plane is derived in rigorous terms. Using the theory of dimer models, it is shown that it consists of Bragg peaks and an absolutely continuous diffuse background, but no singular continuous component. The Bragg part is given explicitly.
Source arXiv, math-ph/9911014
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