We consider Dyson models, Ising models with slow polynomial decay, at low temperature and show that its Gibbs measures deep in the phase transition region are not g-measures. The main ingredient in the proof is the occurrence of an entropic repulsion effect, which follows from the mesoscopic stability of a (single-point) interface for these long-range models in the phase transition region
We introduce a new nonextensive entropic measure $S_{\chi}$ that grows like $N^{\chi}$, where N is t...
The finite-volume microscopic behaviour of a system in equilibrium is de¬termined by the Boltzmann-G...
We show how decimated Gibbs measures which have an unbroken continuous symmetry due to the Mermin-Wa...
We consider Dyson models, Ising models with slow polynomial decay, at low temperature and show that ...
This review-type paper is based on a talk given at the conference États de la Recherche en Mécanique...
International audienceContours associated to many interesting low-temperature statistical mechanics ...
We study the decimation to a sublattice of half the sites of the one-dimensional Dyson-Ising ferroma...
7 pages, 3 figure, 2 figures are added, the volume changes from 4 pages to 7 pagesWithin generalized...
We study the decimation to a sublattice of half the sites of the one-dimensional Dyson Ising ferroma...
Abstract. Contours associated to many interesting low-temperature statistical mechanics models (2D I...
We analyse the low temperature phase of ferromagnetic Kac-Ising models in dimensions d#>=#2. We s...
We consider Ising-spin systems starting from an initial Gibbs measure 1) and evolving under a spin-f...
International audienceWe investigate a model of globally coupled conservative oscillators. Two diffe...
We show that decimation transformations applied to high-q Potts models result in non-Gibbsian measur...
We introduce a new nonextensive entropic measure $S_{\chi}$ that grows like $N^{\chi}$, where N is t...
The finite-volume microscopic behaviour of a system in equilibrium is de¬termined by the Boltzmann-G...
We show how decimated Gibbs measures which have an unbroken continuous symmetry due to the Mermin-Wa...
We consider Dyson models, Ising models with slow polynomial decay, at low temperature and show that ...
This review-type paper is based on a talk given at the conference États de la Recherche en Mécanique...
International audienceContours associated to many interesting low-temperature statistical mechanics ...
We study the decimation to a sublattice of half the sites of the one-dimensional Dyson-Ising ferroma...
7 pages, 3 figure, 2 figures are added, the volume changes from 4 pages to 7 pagesWithin generalized...
We study the decimation to a sublattice of half the sites of the one-dimensional Dyson Ising ferroma...
Abstract. Contours associated to many interesting low-temperature statistical mechanics models (2D I...
We analyse the low temperature phase of ferromagnetic Kac-Ising models in dimensions d#>=#2. We s...
We consider Ising-spin systems starting from an initial Gibbs measure 1) and evolving under a spin-f...
International audienceWe investigate a model of globally coupled conservative oscillators. Two diffe...
We show that decimation transformations applied to high-q Potts models result in non-Gibbsian measur...
We introduce a new nonextensive entropic measure $S_{\chi}$ that grows like $N^{\chi}$, where N is t...
The finite-volume microscopic behaviour of a system in equilibrium is de¬termined by the Boltzmann-G...
We show how decimated Gibbs measures which have an unbroken continuous symmetry due to the Mermin-Wa...