Dr. Christopher Daw talk
Speaker invited by: Prof. Dr. Alexander Gorodnik
Date: 22.10.18 Time: 15.30 - 16.30 Room: Y27H25
In this talk, we will explain our conjecture that the set of homogeneous probability measures on the maximal Satake compactification of an arithmetic locally symmetric space S is compact. To be more precise, given a sequence of homogeneous probability measures on S, we expect that any weak limit is homogeneous with support contained in precisely one of the boundary components. We will discuss some tools that we have used to study this conjecture as well as some partial results.