Measurability, Ergodic Theory and Combinatorics
13 Feb 2019, by Sponsored events inOrganisers: Miklós Abért, Tim Austin, András Máthé and Oleg Pikhurko
8 – 12 July 2019
There are a number of deep and fruitful connections between combinatorics on one side and limits of discrete structures, descriptive set theory, orbit equivalence, measured group theory and ergodic theory on the other side. The aim of this exploratory workshop is to overview such known interactions and identify new promising directions.
Confirmed Speakers
- Ágnes Backhausz (Eötvös Loránd University)
- Vitaly Bergelson (Ohio State University)
- Lewis Bowen (University of Texas at Austin)
- Clinton Conley (Carnegie Mellon University)
- Endre Csóka (Alfréd Rényi Institute)
- Gábor Elek (Lancaster Unversity)
- Damien Gaboriau (ENS Lyon)
- Łukasz Grabowski (Lancaster Unversity)
- Ben Green (University of Oxford)
- Kate Juschenko (Northwestern University)
- Gábor Kun (Alfréd Rényi Institute)
- Hanfeng Li (SUNY at Buffalo)
- Andrew Marks (UCLA)
- Joel Moreira (Northwestern University)
- Nikolay Nikolov (University of Oxford)
- Tom Sanders (University of Oxford)
- Brandon Seward (Courant Institute)
- Andreas Thom (TU Dresden)
- Anush Tserunyan (University of Illinois at Urbana-Champaign)
- Robin Tucker-Drob (Texas A&M University)
- Tamar Ziegler (Hebrew University)
For more information about this workshop, please visit the website here.