- arXiv:1011.1775v1[math.CA]8Nov2010 THE PEANO-BAKER SERIES
- Fields Institute Communications Volume 00, 0000
- Symmetries and Reversing Symmetries of Toral Automorphisms
- Limit(quasi)periodic point sets as quasicrystals with padic internal spaces
- Symmetries and reversing symmetries of area-preserving polynomial mappings in generalised standard form
- arXiv:math.CO/0301021 Bravais colourings of planar modules
- 0.1 Combinatorial problems of (quasi)crystallography 1 0.1 Combinatorial problems of (quasi)crystallography
- An alternative view on quasicrystalline random Christoph Richard
- Self-Similar Measures for Quasicrystals Michael Baake and Robert V. Moody
- arXiv:mathph/9907011 A note on palindromicity
- INVARIANT SUBMODULES AND SEMIGROUPS OF SELFSIMILARITIES FOR FIBONACCI MODULES
- Di raction of random tilings: some rigorous results
- SYMMETRY STRUCTURE OF THE ELSERSLOANE QUASICRYSTAL
- Di raction of the Dart-Rhombus Random Tiling Moritz Ho e
- Four-state quantum chain as a model of sequence evolution
- KOLAKOSKI-(3,1) IS A (DEFORMED) MODEL SET MICHAEL BAAKE AND BERND SING
- Diffraction from visible lattice points and kth power free integers
- MULTICOMPONENT MODEL SETS AND INVARIANT DENSITIES
- Fields Institute Communications Volume 00, 0000
- condmat/9910136 Invaded cluster algorithm for critical properties of
- An exactly solved model for mutation, recombination and selection
- The torus parametrization of quasiperiodic LIclasses Michael Baake 1 , Joachim Hermisson 1 and Peter A. B. Pleasants 2
- Diffractive Point Sets with Entropy Michael Baake 1 and Robert V. Moody 2
- arXiv:condmat/9712267 Random Tilings
- A Guide to the Symmetry Structure of Quasiperiodic Tiling Classes
- DISCRETIZATION OF CONTINUUM-OF-ALLELES MODELS OLIVER REDNER
- condmat/9802063 Graphical representations and cluster algorithms for critical
- Weighted Dirac combs with pure point di raction Michael Baake a and Robert V. Moody b
- Reversing Symmetry Groups of Cat Maps Michael Baake
- arXiv:math.HO/0203252 What is Aperiodic Order?
- DISCRETE APPROXIMATION OF NONCOMPACT OPERATORS DESCRIBING CONTINUUMOFALLELES MODELS
- This is page 1 Printer: Opaque this
- Surface Properties of Aperiodic Ising Quantum Chains Joachim Hermisson
- Palindrome complexity Jean-Paul Allouche
- Similarity submodules and root systems in four dimensions Michael Baake a;1 and Robert V. Moody b
- Di raction of weighted lattice subsets Michael Baake
- condmat/9806312 GRAPHICAL REPRESENTATIONS FOR
- COLOURINGS OF CYCLOTOMIC INTEGERS WITH CLASS NUMBER ONE
- arXiv:mathph/0301019 Which distributions of matter diffract? ---Some answers
- A GLIMPSE AT MATHEMATICAL DIFFRACTION THEORY MICHAEL BAAKE
- Oliver Redner Michael Baake Unequal Crossover Dynamics
- A FRACTAL FUNDAMENTAL DOMAIN WITH 12-FOLD D. FRETTLOH
- Renormalization of two-dimensional Ising systems with irrelevant, marginal and relevant aperiodic (dis)order
- A Guide to Mathematical Quasicrystals Michael Baake
- International Journal of Modern Physics B, Vol. 9, No. 00 (1995) 0000--0000 c World Scientific Publishing Company
- Mutation{Selection Balance: Ancestry, Load, and Maximum Principle
- Quantum Mechanics Versus Classical Probability in Biological Evolution Zoologisches Institut, Luisenstr. 14, D80333 Munchen, Germany
- DYNAMICAL SYSTEMS ON TRANSLATION BOUNDED MEASURES: PURE POINT DYNAMICAL AND DIFFRACTION SPECTRA
- Generalized Model Sets and Dynamical Systems Martin Schlottmann
- Z. Kristallogr. 215 (2000) 441 --444 by R. Oldenbourg Verlag, Munchen
- Aperiodic Ising Quantum Chains Joachim Hermisson a , Uwe Grimm b and Michael Baake a
- Reversing symmetry group of Gl(2; Z) and PGl(2; Z) matrices with connections to cat maps and trace maps
- A NOTE ON SHELLING MICHAEL BAAKE AND UWE GRIMM
- THE LONELY VERTEX PROBLEM D. FRETTLOH AND A. GLAZYRIN
- The Ising Quantum Chain is Equivalent to a Model of Biological Evolution MaxPlanckInstitut fur Entwicklungsbiologie, Spemannstr. 35, D72076 Tubingen, Germany
- arXiv:mathph/9809010 The Entropy of Square-Free Words
- Aperiodic and correlated disorder in XYchains: exact results
