About the workshop
Discrete sets of points in locally compact groups appear naturally in different areas of mathematics. First, for several decades point sets in Euclidean space and their associated dynamical systems have been studied, providing in particular mathematical models for quasicrystals. More recently this theory has been extended to point sets in non-abelian groups and their homogeneous spaces, with the notion of an approximate lattice being particularly influential. Second, from the point of view of harmonic analysis, discrete point sets naturally appear as sets of sampling and/or interpolation in spaces of functions on groups. Third, the dynamics (in particular the groupoids) of point sets give rise to interesting new examples of operator algebras that generalize group operator algebras. The aim of this workshop is to gather researchers who will present recent advances in these fields with the purpose of stimulating cross-fertilization.
Registration
If you would like to attend the workshop, please register below.
Speakers
- Nachi Avraham-Re'em (Chalmers University of Technology / University of Gothenburg)
- Siegfried Beckus (University of Potsdam)
- Stine Marie Berge (Norwegian University of Science and Technology)
- Michael Björklund (Chalmers University of Technology / University of Gothenburg)
- Eusebio Gardella (Chalmers University of Technology / University of Gothenburg)
- Franz Luef (Norwegian University of Science and Technology)
- Simon Machado (ETH Zürich)
- Bram Mesland (Leiden University)
- Felix Pogorzelski (Leipzig University)
- José Luis Romero (University of Vienna)
- Jonathan Taylor (University of Potsdam)
- Jordy Timo van Velthoven (University of Vienna)
- Mike Whittaker (University of Glasgow)
Participants
- Are Austad
- Erik Bédos
- Suvrajit Bhattacharjee
- Ole Fredrik Brevig
- Mattias Byhlén
- Emilie Elkiær
- Håkon Fredheim
- Thierry Giordano
- Jan Gundelach
- Simon Halvdansson
- Lucas Hataishi
- Nadia Larsen
- Henry McNulty
- Sergey Neshveyev
- Tron Omland
- Eduard Ortega
- Mathias Palmstrøm
- Gaute Schwartz
Funding
This workshop is supported by the Research Council of Norway (project 314048) and the Tron Mohn Foundation through the project Pure Mathematics in Norway.
