talk: Mikhail Khristoforov
Title: Gluing in Percolation

Abstract: 

A percolation configuration is a coloring of faces of a planar graph in 
two colors. Obviously, knowing the restrictions of a configuration $\omega$ 
to two regions $U$ and $V$ one can reconstruct the restriction of $\omega$ 
to $U \cup V$.
However, the question whether this property holds in the scaling limit is 
much more delicate.

In this talk we discuss the theorem of O. Schramm and S. Smirnov 
(from https://arxiv.org/pdf/1101.5820.pdf ) and a slight improvement of 
this result.