Jan Derezinski
(University of Warsaw)

Tuesday 3 November 2020
16:15
Zoom

Mathematics Seminar

Homogeneous Schrödinger operators, called also Bessel operators are given by $H_m=-\partial_x^2+(-\frac14+m^2)\frac{1}{x^{2}},$ with the boundary condition $\sim x^{m+\frac12}$ near $0$. I will discuss their role in representations of the smallest semi-simple non-compact Lie group $\mathrm{SL}(2,\mathbb{R})$.

*To get an invitation to the zoom-meeting, please contact one of the organisers.*

Organised by: SQM

Revised: 24.11.2021