Event
Aleksei Ilin (Moscow Institute of Physics and Technology, MIPT)
Wednesday, January 14, 2026 14:00to15:00
Title: Trigonometric holonomy Lie algebra and its applications
Abstract: We discuss the analog of rational holonomy Lie algebra for any root system and study the compact- ification of the set of Bethe Hamiltonians inside it analgogus to the set of Gaudin Hamiltonians in rational holonomy Lie algebra which was considered by Aguirre-Felder-Veselov. We prove that the compactification is isomorphic to De Concini - Gaiffi (minimal) wonderful model for a toric arrangement defined by (positive) roots.
Location: UQAM PK-5675