1941b
Mini-Workshop: Degeneration Techniques in Representation Theory
Report (470.0Kb)Workshop
1941bPeriod
06 Oct - 12 Oct 2019Abstract
Modern Representation Theory has numerous applications in many mathematical areas such as algebraic geometry, combinatorics,
convex geometry, mathematical physics, probability. Many of the object and problems of interest show up in a family.
Degeneration techniques allow to study the properties of the whole family instead of concentrating on a single member.
This idea has many incarnations in modern mathematics, including Newton-Okounkov bodies, tropical geometry, PBW degenerations,
Hessenberg varieties. During the mini-workshop Degeneration Techniques in Representation Theory various sides of
the existing applications of the degenerations techniques were discussed and several new possible directions were reported.
Report
Workshop Report 2019,46Organizers
Evgeny Feigin, Moscow; Ghislain Fourier, Aachen; Martina Lanini, RomeEMS Reference
Feigin Evgeny, Fourier Ghislain, Lanini Martina: Mini-Workshop: Degeneration Techniques in Representation Theory. Oberwolfach Rep. 16 (2019), 2869-2909. doi: 10.4171/OWR/2019/46Oberwolfach Photo Collection
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