- arXiv:math.HO/0203252v124Mar2002 What is Aperiodic Order?
- MEYER SETS AND THEIR DUALS ROBERT V. MOODY
- Di#raction from visible lattice points and kth power free integers
- SelfSimilar Measures for Quasicrystals Michael Baake and Robert V. Moody
- Point Sets and Dynamical Systems in the Autocorrelation Topology
- Uniform Distribution in Model Sets Robert V. Moody
- Lattice Substitution Systems and Model Sets JeongYup Lee and Robert V. Moody
- Model Sets: A Survey Robert V. Moody
- July 12, 2003 16:18 WSPC/Trim Size: 10in x 7in for Proceedings ICMPDiff2 MATHEMATICAL QUASICRYSTALS: A TALE OF TWO TOPOLOGIES
- arXiv:math-ph/0611020v18Nov2006 Symmetry, Integrability and Geometry: Methods and Applications Vol. 2 (2006), Paper 076, 14 pages Orthogonality within the Families of C-, S-, and
- LONG-RANGE ORDER AND DIFFRACTION DEDICATED TO TAKEO YOKONUMA ON THE OCCASION OF HIS RETIREMENT FROM SOPHIA
- Alice Boner and the Geometry of Temple Cave Art of India
- Point Sets and Dynamical Systems in the Autocorrelation Topology
- Ann. Henri Poincare 3 (2002) 1 17 c Birkhauser Verlag, Basel, 2002
- Weighted Dirac combs with pure point diffraction Michael Baakea
- DEFORMING MEYER SETS JEONG-YUP LEE AND ROBERT V. MOODY
- DWORKIN'S ARGUMENT REVISITED: POINT PROCESSES, DYNAMICS, DIFFRACTION,
- Weighted Dirac combs with pure point di#raction Michael Baake a and Robert V. Moody b
- DOI: 10.1007/s00454-003-0781-z Discrete Comput Geom OF1OF36 (2003) Discrete & Computational
- A Characterization of Model Multi-colour Sets
