activity
19982004
most citedThe Wick theorem for non-Gaussian distributions and its application for noise filtering of correlated q-Exponentialy distributed random variables

5 citations · 5 across the 1 of their papers we have counts for

collaborators

6 papers

math-ph20045 cited

The Wick theorem for non-Gaussian distributions and its application for noise filtering of correlated q-Exponentialy distributed random variables

Przemyslaw Repetowicz, Peter Richmond

We derive the Wick theorem for the q-Exponential distribution. We use the theorem to derive an algorithm for finding parameters of the correlation matrix of q-Exponentialy distribu…

cond-mat.dis-nn1999

Energy spectra, wavefunctions and quantum diffusion for quasiperiodic systems

Huiqiu Yuan, Uwe Grimm, Przemyslaw Repetowicz +1

We study energy spectra, eigenstates and quantum diffusion for one- and two-dimensional quasiperiodic tight-binding models. As our one-dimensional model system we choose the silver…

cond-mat.stat-mech1999

Planar quasiperiodic Ising models

Przemyslaw Repetowicz, Uwe Grimm, Michael Schreiber

We investigate zero-field Ising models on periodic approximants of planar quasiperiodic tilings by means of partition function zeros and high-temperature expansions. These are obta…

math.MG1999

Averaged shelling for quasicrystals

Michael Baake, Uwe Grimm, Dieter Joseph +1

The shelling of crystals is concerned with counting the number of atoms on spherical shells of a given radius and a fixed centre. Its straight-forward generalization to quasicrysta…

cond-mat.stat-mech1999

High-temperature expansion for Ising models on quasiperiodic tilings

Przemyslaw Repetowicz, Uwe Grimm, Michael Schreiber

We consider high-temperature expansions for the free energy of zero-field Ising models on planar quasiperiodic graphs. For the Penrose and the octagonal Ammann-Beenker tiling, we c…

cond-mat1998

Exact Eigenstates of Tight-Binding Hamiltonians on the Penrose Tiling

Przemyslaw Repetowicz, Uwe Grimm, Michael Schreiber

We investigate exact eigenstates of tight-binding models on the planar rhombic Penrose tiling. We consider a vertex model with hopping along the edges and the diagonals of the rhom…