The authors consider the /b d/-dimensional Ising model with a nearest neighbor ferromagnetic interaction /b J/(/b d/)=1/4/b d/. They show that as /b d/ rarr infinity the + phase (and the - phase) approaches a product measure with the density given by the mean field approximation. In particular the spontaneous magnetization converges to its mean field value. A similar result holds for the unique Gibbs measure of the system subject to an external field /b h/ ne 0.Anglai
Adapting the recent argument of Aizenman, Duminil-Copin and Sidoravicius for the classical Ising mod...
We study the critical Ising model with free boundary conditions on finite domains in Zd with d≥ 4. U...
For various Ising models two approaches are discussed, one is that of simulating lattices, also call...
In this paper we study the nearest neighbor Ising model with ferromagnetic interactions in the prese...
Dedicated to the memory of Enza Orlandi.International audienceWe consider the phase separation probl...
We study the ground state of a d-dimensional Ising model with both long-range (dipole-like) and near...
The spontaneous magnetization is proved to vanish continuously at the critical temperature for a cla...
We study the 2D Ising model in a rectangular box Λ L of linear size O(L). We determine the exact asy...
We study the 2D Ising model in a rectangular box Λ L of linear size O(L). We determine the exact asy...
Physical phenomena commonly observed in nature such as phase transitions, critical phenomena and met...
Consider the nearest-neighbor Ising model on Λ n: = [- n, n] d∩ Zd at inverse temperature β≥ 0 with ...
This work considers the behavior the Ising model of a ferromagnet subject to a strong, randomly swit...
The correlation length plays a pivotal role in finite-size scaling and hyperscaling at con...
A study is made of an Ising model on the hexagonal closed-packed lattice, with ferromagnetic interac...
The Ising model, and other spin models, are conceptual paradigms often used by statistical Physicist...
Adapting the recent argument of Aizenman, Duminil-Copin and Sidoravicius for the classical Ising mod...
We study the critical Ising model with free boundary conditions on finite domains in Zd with d≥ 4. U...
For various Ising models two approaches are discussed, one is that of simulating lattices, also call...
In this paper we study the nearest neighbor Ising model with ferromagnetic interactions in the prese...
Dedicated to the memory of Enza Orlandi.International audienceWe consider the phase separation probl...
We study the ground state of a d-dimensional Ising model with both long-range (dipole-like) and near...
The spontaneous magnetization is proved to vanish continuously at the critical temperature for a cla...
We study the 2D Ising model in a rectangular box Λ L of linear size O(L). We determine the exact asy...
We study the 2D Ising model in a rectangular box Λ L of linear size O(L). We determine the exact asy...
Physical phenomena commonly observed in nature such as phase transitions, critical phenomena and met...
Consider the nearest-neighbor Ising model on Λ n: = [- n, n] d∩ Zd at inverse temperature β≥ 0 with ...
This work considers the behavior the Ising model of a ferromagnet subject to a strong, randomly swit...
The correlation length plays a pivotal role in finite-size scaling and hyperscaling at con...
A study is made of an Ising model on the hexagonal closed-packed lattice, with ferromagnetic interac...
The Ising model, and other spin models, are conceptual paradigms often used by statistical Physicist...
Adapting the recent argument of Aizenman, Duminil-Copin and Sidoravicius for the classical Ising mod...
We study the critical Ising model with free boundary conditions on finite domains in Zd with d≥ 4. U...
For various Ising models two approaches are discussed, one is that of simulating lattices, also call...