Andrei Grigorev

collaborators

2 papers

math.QA2026

Monodromy free SchrÃ¶dinger operators and affine $sl_{2}$ master functions

Andrei Grigorev, Evgeny Mukhin

Given a non-zero polynomial $P (x)$ , we study Fuchsian differential operators of the form $L = \partial_{x}^{2} - u (x)$ such that for all $I^» \in C$ the operator $L + I^» P (x)$ is monodr…

math.QA2025

On representations of quantum affine $sl_{2}$

Andrei Grigorev, Evgeny Mukhin

We study tensor products of two-dimensional evaluation $U_{q} sl_{2}$ -modules at generic values of $q$ , $U_{q} sl_{2}$ homomorphisms between them, a…

Monodromy free SchrÃ¶dinger operators and affine sl2​ master functions

On representations of quantum affine sl2​

Monodromy free SchrÃ¶dinger operators and affine $sl_{2}$ master functions

On representations of quantum affine $sl_{2}$