Metastability and Convergence to Equilibrium for the Random Field Curie–Weiss Model
- Cite this article as:
- Mathieu, P. & Picco, P. Journal of Statistical Physics (1998) 91: 679. doi:10.1023/A:1023085829152
We study a dynamics for the magnetization of the random field Curie–Weiss model. A metastable behavior is exhibited and asymptotic estimates on the speed of convergence to equilibrium are given. The results are given almost surely and in law with respect to the realizations of the random magnetic fields.