- Atomic Dynamics in Decagonal Al-Ni-Co Quasicrystals F. Gahler and S. Hocker
- Molecular Dynamics Simulations with IMD Johannes Roth, Jorg Stadler, Marco Brunelli, Franz Gahler, Jutta Hahn,
- Phasonelastic energy in a model quasicrystal Ulrich Koschella, Franz Gahler, Johannes Roth, and HansRainer Trebin
- 0.1 Phason elasticity and atomic dynamics of quasicrystals 1 0.1 Phason elasticity and atomic dynamics of quasicrystals
- MATCHING RULES FOR QUASICRYSTALS: THE COMPOSITIONDECOMPOSITION METHOD
- MATCHING RULES FOR QUASICRYSTALS: THE COMPOSITION-DECOMPOSITION METHOD
- December 12, 2007 15:26 World Scientific Review Volume -9in x 6in cmabook Simulating structure and physical properties of complex
- SelfAffine Quasiperiodic Tilings Franz Gahler
- Diss. ETH No. 8414 Quasicrystal Structures from the
- Atomic SelfDiffusion in Quasicrystals: A Molecular Dynamics Study
- Integer Cech Cohomology of Icosahedral Projection Tilings Institut fur Theoretische und Angewandte Physik,
- Phason elastic constants of a binary tiling quasicrystal Ulrich Koschella, Franz Gahler, Johannes Roth, and HansRainer Trebin
- Covering Cluster Description of Octagonal MnSiAl Quasicrystals Shelomo I. BenAbraham 1 and Franz Gahler 2
- COMPUTING WITH CRYSTALLOGRAPHIC GROUPS Centre de Physique Theorique, Ecole Polytechnique,
- Generation of Quasiperiodic Order by Maximal Cluster Covering
- Quasicrystalline Ground States Without Matching Rules Franz Gahler 1# and HyeongChai Jeong 2+
- IMD --A Massively Parallel Molecular Dynamics Package for Classical Simulations in
- Cluster model of decagonal tilings Michael Reichert1,2,
- Effective potentials for quasicrystals from ab-initio data Peter Brommer
- Crack Propagation in Icosahedral Model Quasicrystals
- CLUSTER INTERACTIONS FOR QUASIPERIODIC TILINGS Centre de Physique Theorique, Ecole Polytechnique,
- Dodecagonal Tilings as Maximal Cluster Coverings AHLER, 1 REINHARD L
- CLUSTER INTERACTIONS FOR QUASIPERIODIC TILINGS FRANZ GAHLER
- Potfit: e#ective potentials from abinitio data Peter Brommer and Franz Gahler
- Simulation of dislocations in icosahedral quasicrystals with IMD
- CRYSTALLOGRAPHY OF DODECAGONAL QUASICRYSTALS
- Recent developments in IMD: Interactions for covalent and metallic systems
- Cluster Models of Decagonal Tilings and Quasicrystals Franz Gahler and Michael Reichert
- Cluster coverings as an ordering principle for quasicrystals Franz Gahler
- Atomic Dynamics in Decagonal AlNiCo Quasicrystals F. Gahler and S. Hocker
- E#ective potentials for quasicrystals from abinitio data Peter Brommer # and Franz Gahler
- CRYSTALLOGRAPHY OF DODECAGONAL QUASICRYSTALS
- Molecular dynamics simulation of aluminium diffusion in decagonal quasicrystals
- Aluminium diffusion in decagonal quasicrystals S. Hocker and F. Gahler
- Atomistic Simulations on Scalar and Vector Computers
- Classification of Space Groups for Quasicrystals with (2+1)Reducible Point Group
- COMPUTING WITH CRYSTALLOGRAPHIC GROUPS FRANZ GAHLER
- COMPUTING MAXIMAL SUBGROUPS AND WYCKOFF POSITIONS OF SPACE GROUPS
- ATOMIC SELFDIFFUSION IN QUASICRYSTALS AHLER # and JOHANNES ROTH #
- arXiv:mathph/0505048 TORSION IN TILING HOMOLOGY AND COHOMOLOGY
- SYMMETRY STRUCTURE OF THE ELSERSLOANE QUASICRYSTAL
- Quasicrystalline Ground States Without Matching Rules Franz Gahler1
- Cohomology groups for projection tilings of codimension 2 Franz Gahler a , Johannes Kellendonk b1
- SYMMETRY STRUCTURE OF THE ELSER-SLOANE QUASICRYSTAL
- Paper to appear in Nature Materials, accepted 26 Sept 2007. Lattice dynamics of the Zn-Mg-Sc icosahedral quasicrystal and its Zn-Sc periodic
- Supplementary information Lattice dynamics of the Zn-Mg-Sc icosahedral quasicrystal and its Zn-Sc periodic
- Potfit: effective potentials from ab-initio data Peter Brommer and Franz Gahler
- Philosophical Magazine, Vol. 00, No. 00, DD Month 200x, 15
- Ferroelectrics, 305: 167172, 2004 Copyright C Taylor & Francis Inc.
- Phason-elastic energy in a model quasicrystal Ulrich Koschella, Franz Gahler, Johannes Roth, and Hans-Rainer Trebin
- 0.1 Phason elasticity and atomic dynamics of quasicrystals 1 0.1 Phason elasticity and atomic dynamics of quasicrystals
- Materials Science and Engineering 294296 (2000) 199204 Cluster coverings as an ordering principle for quasicrystals
- Materials Science and Engineering 294296 (2000) 438440 Cohomology groups for projection tilings of codimension 2
- Covering cluster description of octagonal MnSiAl quasicrystals Shelomo I. Ben-Abraham*
- Structural Relaxation Made Simple Erik Bitzek,1,
- Philosophical Magazine, Vol. 00, No. 00, DD Month 200x, 1--5
- Aluminium di#usion in decagonal quasicrystals S. Hocker and F. Gahler
- ATOMIC SELF-DIFFUSION IN QUASICRYSTALS FRANZ GAHLER and JOHANNES ROTH
- THERMODYNAMICS OF RANDOM TILING QUASICRYSTALS FRANZ GAHLER
- THE DIFFRACTION PATTERN OF SELFSIMILAR TILINGS Centre de Physique Theorique, Ecole Polytechnique
- Finite-temperature order-disorder phase transition in a cluster model of decagonal tilings
- THERMODYNAMICS OF RANDOM TILING QUASICRYSTALS Institut fur Theoretische und Angewandte Physik
- Molecular dynamics simulation of aluminium di#usion in decagonal quasicrystals
- Crack Propagation in Icosahedral Model Quasicrystals
- Cluster model of decagonal tilings Michael Reichert 1, 2, # and Franz Gahler 1
- Finitetemperature orderdisorder phase transition in a cluster model of decagonal tilings
- Computation of Strain Distributions in Quantum Dot Nanostructures by Means of
- CLUSTER COVERINGS: A POWERFUL ORDERING PRINCIPLE FOR QUASICRYSTALS
- Atomistic Simulations on Scalar and Vector Computers
