Dmitry Belyaev
We examine large-scale properties of smooth Gaussian fields. It is conjectured that if the covariance decays sufficiently fast, then they are in the same universality class as the critical percolation.…
We examine large-scale properties of smooth Gaussian fields. It is conjectured that if the covariance decays sufficiently fast, then they are in the same universality class as the critical percolation.…
Geometry of the universal Beltrami equation We discuss a specific class of (planar) Beltrami equations which carry surprisingly strong geometric information. We also explain their applications to scaling limits of…
Scaling limits of random planar maps We will present scaling limit results for random planar maps under conformal embedding.