Towards Conformal Invariance and a Geometric Representation of the 2D   Ising Magnetization Field
  We study the continuum scaling limit of the critical Ising magnetization in two dimensions. We prove the existence of subsequential limits, discuss connections with the scaling limit of critical FK clusters, and describe work in progress of the author with C. Garban and C.M. Newman. 
Federico Camia
math.PR cond-mat.stat-mech math-ph math.MP