D. Klyuev

activity

20182026

most citedTwisted Traces and Positive Forms on Quantized Kleinian Singularities of Type A

4 citations · 8 across the 12 of their papers we have counts for

collaborators

Showing 2023Show all

3 papers · 1 filter

math.RT2023

Analytic Langlands correspondence for $PGL_{2} (C)$ on a genus one curve with parabolic structures

Daniil Klyuev

Analytic Langlands correspondence was proposed by Etingof, Frenkel and Kazhdan. On one side of this correspondence there are certain operators on $L^{2} (Bun_{G})$ , calle…

math.AG2023

On the Analytic Langlands Corrrespondence for $PGL_{2}$ in Genus 0 with Wild Ramification

Daniil Klyuev, Atticus Wang

The analytic Langlands correspondence was developed by Etingof, Frenkel and Kazhdan in arXiv:1908.09677, arXiv:2103.01509, arXiv:2106.05243, arXiv:2311.03743. For a curve $X$ and a…

math.RT2023

Unitarizability of Harish-Chandra bimodules over generalized Weyl and $q$ -Weyl algebras

Daniil Klyuev

Let $A$ be a quantized ( $K$ -theoretic) BFN Coulomb branch with $G = C^{*}$ and any $N$ , that is, $A$ is a generalized Weyl or $q$ -Weyl algebra. Let $M$ be…

Analytic Langlands correspondence for PGL2​(C) on a genus one curve with parabolic structures

On the Analytic Langlands Corrrespondence for PGL2​ in Genus 0 with Wild Ramification

Unitarizability of Harish-Chandra bimodules over generalized Weyl and q-Weyl algebras

Analytic Langlands correspondence for $PGL_{2} (C)$ on a genus one curve with parabolic structures

On the Analytic Langlands Corrrespondence for $PGL_{2}$ in Genus 0 with Wild Ramification

Unitarizability of Harish-Chandra bimodules over generalized Weyl and $q$ -Weyl algebras