D. Klyuev

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math.RT2025

Positive traces on quantized abelian Coulomb branches

Daniil Klyuev

Let $A = A_{G, N}^{ℏ = 1}$ be a quantized Coulomb branch with an antilinear automorphism $ρ$ . A map $T : A \to C$ is called a positive trace if $T (a ρ (a)) > 0$ for all nonze…

math.RT2020

On unitarizable Harish-Chandra bimodules for deformations of Kleinian singularities

Daniil Klyuev

The notion of a Harish-Chandra bimodule, i.e. finitely generated $U (g)$ -bimodule with locally finite adjoint action, was generalized to any filtered algebra in a work of…