| Event sponsored by: | |||||
| University of Bialystok |
 |
||||
Webpage by: Tomasz Golinski
| XXXVII Workshop on Geometric Methods in Physics | 1-7.07.2018 |
| VII School on Geometry and Physics | 25-29.06.2018 |
| Home |
First Announcement
Second Announcement |
Travel and local information |
Participants of Workshop Participants of School |
Registration | Photos | Proceedings | Previous Workshops |
Daniel BeltitaInstitute of Mathematics "Simion Stoilow" of the Romanian AcademyOn the inverse problem in representation theory of nilpotent Lie groupsWe show that every Heisenberg group is uniquely determined by its unitary dual space, within the class of exponential Lie groups. We also announce further progress on the inverse problem in representation theory of nilpotent Lie groups, that is, the open problem of establishing to what extent nilpotent Lie groups can be recovered from their representation theory. The presentation is based on recent joint work with Ingrid Beltita. |
| Event sponsored by: | |||||
| University of Bialystok |
|
||||