Thu, 16 Mar 2023
17:00
L3

Non-expansion and group configurations

Martin Bays
(Universitat Munster)
Abstract

In their seminal 2012 paper, Elekes and Szabó found that a certain weak combinatorial non-expansion property of an algebraic relation suffices to trigger the group configuration theorem, showing that only (approximate subgroups of) algebraic groups can be responsible for it. I will discuss some more recent variations and elaborations on this result, focusing on the case of ternary relations on varieties of dimension >1.

Tue, 17 Mar 2020
14:15
L4

TBA (cancelled)

Peter Schneider
(Universitat Munster)
Mon, 20 Nov 2006
14:15
DH 3rd floor SR

Branching Markov Chains

Professor Nina Gantert
(Universitat Munster)
Abstract

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