activity
19982019
most citedLoss network representation of Peierls contours

32 citations · 76 across the 8 of their papers we have counts for

collaborators

8 papers

math-ph2019

Lack of phase transitions in staggered magnetic systems. A comparison of uniqueness criteria

Roberto Fernández, Manuel González-Navarrete, Eugene Pechersky +1

We study a ferromagnetic Ising model with a staggered cell-board magnetic field previously proposed for image processing [Maruani et al., Markov Processes Relat. Fields 1 (1995) \c…

math-ph2015★ 4 cited

Stability of gas measures under perturbations and discretizations

Roberto Fernández, Pablo Groisman, Santiago Saglietti

For a general class of gas models ---which includes discrete and continuous Gibbsian models as well as contour or polymer ensembles--- we determine a \emph{diluteness condition} th…

physics.flu-dyn2015★ 24 cited

Thin film instability with thermal noise

Javier A. Diez, Alejandro G. González, Roberto Fernández

We study the effects of stochastic thermal fluctuations on the instability of the free surface of a flat liquid film upon a solid substrate. These fluctuations are represented as a…

math.PR2011

Regular -measures are not always Gibbsian

Roberto Fernández, Sandro Gallo, Grégory Maillard

Regular -measures are discrete-time processes determined by conditional expectations with respect to the past. One-dimensional Gibbs measures, on the other hand, are fields dete…

math.PR2010

A large-deviation view on dynamical Gibbs-non-Gibbs transitions

Aernout van Enter, Roberto Fernández, Frank den Hollander +1

We develop a space-time large-deviation point of view on Gibbs-non-Gibbs transitions in spin systems subject to a stochastic spin-flip dynamics. Using the general theory for large…

math.PR1998

Decay of correlations for non Hölderian dynamics. A coupling approach

Xavier Bressaud, Roberto Fernández, Antonio Galves

We present an upper bound on the mixing rate of the equilibrium state of a dynamical systems defined by the one-sided shift and a non Hölder potential of summable variations. The b…