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Anita Kollwitz

Nina Holden, ETH Zürich: Cardy embedding of random planar maps (Oberseminar Mathematische Stochastik)

Wednesday, 13.11.2019 17:00 im Raum SRZ 117

Mathematik und Informatik

A random planar map is a canonical model for a discrete random surface which is studied in probability theory, combinatorics, mathematical physics, and geometry. Liouville quantum gravity is a canonical model for a random 2D Riemannian manifold with roots in the physics literature. In a joint work with Xin Sun, we prove a strong relationship between these two natural models for random surfaces. Namely, we prove that the random planar map converges in the scaling limit to Liouville quantum gravity under a discrete conformal embedding which we call the Cardy embedding.



Angelegt am Monday, 02.09.2019 11:48 von Anita Kollwitz
Geändert am Thursday, 31.10.2019 09:18 von Anita Kollwitz
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