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The scaling limit theory of critical planar fuzzy Potts models

With Matthis Lehmkuehler (ETH Zurich)

The scaling limit theory of critical planar fuzzy Potts models

The fuzzy Potts model is obtained by assigning one of two colors to each connected component of a percolation configuration in an i.i.d. way. More specifically, we will consider the case where one starts with a critical planar FK percolation model. In the talk, we will describe known results and open questions on the scaling limit theory of fuzzy Potts models, building primarily on works by Miller, Sheffield and Werner on CLE Percolations. This is joint work with Laurin Köhler-Schindler.

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