VIII International Conference "Models in Quantum Field Theory"

Constant solutions to Reflection Equation over basic quantum supergroups

Oct 9, 2025, 2:30 PM

30m

Room 1, 1st floor

Session talk Section E: Integrable models, symmetries in QFT and quantum groups Section E: Integrable models, symmetries in QFT and quantum groups

Speaker

Andrey Mudrov (MIPT)

Description

We list K-matrices for the general linear and orthosymplectic quantum supergroups with the simplest "symmetric" triangular decomposition. This classification is based on a theory of super-spherical coideal subalgebas in quantum supergroups associated with Z_2-graded Satake diagrams. This theory extends quantum symmetric pairs of Letzter-Kolb to the realm of quantum supergroups.

Presentation materials

MQFT_Mudrov.pdf