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Quasiperiodicity and randomness in tilings of the plane

- C. Godrèche, J. Luck
- Computer Science
- 1 April 1989

We define new tilings of the plane with Robinson triangles, by means of generalized inflation rules, and study their Fourier spectrum. Penrose's matching rules are not obeyed; hence the tilings… Expand

Statistics of the Occupation Time of Renewal Processes

- C. Godrèche, J. Luck
- Mathematics
- 26 October 2000

We present a systematic study of the statistics of the occupation time and related random variables for stochastic processes with independent intervals of time. According to the nature of the… Expand

Hydrodynamics and Nonlinear Instabilities

- C. Godrèche, P. Manneville
- Engineering
- 1998

Preface Overview 1. An introduction to hydrodynamics Bernard Castaing 2. Hydrodynamical instabilities in open flows P. Huerre and M. Rossi 3. Asymptotic techniques in nonlinear problems: some… Expand

Multifractal analysis in reciprocal space and the nature of the Fourier transform of self-similar structures

- C. Godrèche, J. Luck
- Physics
- 21 August 1990

The authors propose to use multifractal analysis in reciprocal space as a tool to characterise, in a statistical and global sense, the nature of the Fourier transform of geometrical models for atomic… Expand

Solids Far from Equilibrium

- C. Godrèche
- Materials Science
- 3 March 2011

Preface 1. Shape and growth of crystals P. Nozieres 2. Instabilities of planar solidification fronts B. Caroli, C. Caroli and B. Roulet 3. An introduction to the kinetics of first-order phase… Expand

Asymmetric exclusion model with two species: Spontaneous symmetry breaking

- M. Evans, D. Foster, C. Godrèche, D. Mukamel
- Physics
- 1 July 1995

A simple two-species asymmetric exclusion model is introduced. It consists of two types of oppositely charged particles driven by an electric field and hopping on an open chain. The phase diagram of… Expand

Response of non-equilibrium systems at criticality: ferromagnetic models in dimension two and above

- C. Godrèche, J. Luck
- Physics
- 19 January 2000

We study the dynamics of ferromagnetic spin systems quenched from infinite temperature to their critical point. We perform an exact analysis of the spherical model in any dimension D>2 and numerical… Expand

Dynamics of the condensate in zero-range processes

- C. Godrèche, J. Luck
- Physics
- 26 May 2005

For stochastic processes leading to condensation, the condensate, once it is formed, performs an ergodic stationary-state motion over the system. We analyse this motion, and especially its… Expand

Nonequilibrium dynamics of urn models

- C. Godrèche, J. Luck
- Physics
- 12 September 2001

Dynamical urn models, such as the Ehrenfest model, played an important role in the early days of statistical mechanics. Dynamical many-urn models generalize the former models in two respects: the… Expand

Scaling properties of a structure intermediate between quasiperiodic and random

- S. Aubry, C. Godrèche, J. Luck
- Physics
- 1 June 1988

We consider a one-dimensional structure obtained by stringing two types of “beads” (short and long bonds) on a line according to a quasiperiodic rule. This model exhibits a new kind of order,… Expand

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