A natural loop model on surfaces
Vortrag von Dr. Adrien Kassel
Datum: 18.09.13 Zeit: 17.15 - 18.15 Raum: ETH
I will describe a discrete loop model on graphs. It has rich combinatorial properties (e.g. it can be sampled exactly and has a determinantal integrable structure) and a natural continuum scaling limit for graphs embedded on Riemannian surfaces. The limiting loop model satisfies a spatial Markov property and conformal covariance.