The vibrational and electronic properties of a one-dimensional quasi-crystal are analysed. The spectra are seen to be Cantor-like sets. Expressions are obtained for the positions and magnitude of the band gaps, the densities of states and the fractal dimensions of the excitation spectra. These are shown to be in good agreement with the numerical results in the range of validity of the analytic results
In this paper we investigated the electronic energy spectrum of the one-dimensional quasi-periodic P...
The concept of local symmetry dynamics has recently been used to demonstrate the evolution of discre...
We study the spectral and wavefunction properties of a one-dimensional incommensurate syst...
The vibrational and electronic properties of a one-dimensional quasi-crystal are analysed. The spect...
A tight binding model on the general 1D quasiperiodic chain is studied in the framework of perturbat...
A study of the lattice dynamics of 3-dimensional tilings modelling icosahedral quasicrystals is pres...
Among the large variety of complex non-periodic structures, quasicrystals and quasiperiodic distribu...
We study the properties of one-dimensional quasilattices numerically and analytically. The geometric...
In this paper, we study a tight-binding Hamiltonian for codimension one quasicrystals by means of a ...
On étudie les excitations harmoniques des quasicristaux (phonons) sur un modèle unidimensionnel simp...
In quasicrystalline tilings often multifractal electronic wave functions can be found. In ...
In this paper, the influence of structural modifications on basic quasi-periodic (QP) photonic cryst...
Chapter 5 5.1 Introduction 5.1.1 In between perfect periodicity and complete randomness 5.2 1D qu...
In this Dissertation thesis the spectral theory of Schrödinger operators modeling quasicrystals in d...
An exact closed-form solution of free vibration of a simply supported and multilayered one-dimension...
In this paper we investigated the electronic energy spectrum of the one-dimensional quasi-periodic P...
The concept of local symmetry dynamics has recently been used to demonstrate the evolution of discre...
We study the spectral and wavefunction properties of a one-dimensional incommensurate syst...
The vibrational and electronic properties of a one-dimensional quasi-crystal are analysed. The spect...
A tight binding model on the general 1D quasiperiodic chain is studied in the framework of perturbat...
A study of the lattice dynamics of 3-dimensional tilings modelling icosahedral quasicrystals is pres...
Among the large variety of complex non-periodic structures, quasicrystals and quasiperiodic distribu...
We study the properties of one-dimensional quasilattices numerically and analytically. The geometric...
In this paper, we study a tight-binding Hamiltonian for codimension one quasicrystals by means of a ...
On étudie les excitations harmoniques des quasicristaux (phonons) sur un modèle unidimensionnel simp...
In quasicrystalline tilings often multifractal electronic wave functions can be found. In ...
In this paper, the influence of structural modifications on basic quasi-periodic (QP) photonic cryst...
Chapter 5 5.1 Introduction 5.1.1 In between perfect periodicity and complete randomness 5.2 1D qu...
In this Dissertation thesis the spectral theory of Schrödinger operators modeling quasicrystals in d...
An exact closed-form solution of free vibration of a simply supported and multilayered one-dimension...
In this paper we investigated the electronic energy spectrum of the one-dimensional quasi-periodic P...
The concept of local symmetry dynamics has recently been used to demonstrate the evolution of discre...
We study the spectral and wavefunction properties of a one-dimensional incommensurate syst...