Title : Strongly transitive actions on Euclidean buildings (joint work with Linus Kramer)
Speaker: Jeroen Schillewaert
Affiliation: UoA
Time: 15:00 Tuesday, 23 January, 2018
Location: 303-310
We prove a decomposition result for a group G acting strongly transitively on the Tits boundary of a Euclidean building. As an application we provide a local to global result for discrete Euclidean buildings, which generalizes results in the locally compact case by Caprace-Ciobotaru and Burger-Mozes. (I will assume no background on buildings, so a large part of the talk will be spent on explaining the relevant notions)

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