28 citations · 50 across the 3 of their papers we have counts for
3 papers
math-ph2008★ 28 cited
Coexistence of ordered and disordered phases in Potts models in the continuum
Anna De Masi, Immacolata Merola, Errico Presutti +1
This is the second of two papers on a continuum version of the Potts model, where particles are points in , , with a spin which may take possible valu…
math.PR2008★ 18 cited
Potts models in the continuum. Uniqueness and exponential decay in the restricted ensembles
A. De Masi, I. Merola, E. Presutti +1
In this paper we study a continuum version of the Potts model. Particles are points in R^d, with a spin which may take S possible values, S being at least 3. Particles with differe…
math-ph2006★ 4 cited
Dobrushin Interfaces via Reflection Positivity
Senya Shlosman, Yvon Vignaud
We study the interfaces separating different phases of 3D systems by means of the Reflection Positivity method. We treat discrete non-linear sigma-models, which exhibit power-law d…