activity
20042026
most citedA computational criterion for the Kac conjecture

42 citations · 322 across the 32 of their papers we have counts for

collaborators

40 papers

math.AG2026

Quasi-modularity of -traces and integrals over Hilbert schemes

Killian Hong-Minh, Sergey Mozgovoy

We study quasi-modularity of normalized -traces on bosonic Fock spaces associated with finite-dimensional quadratic spaces and superspaces. For a natural class of operators obta…

math.NT2026

Quasi-modularity of symmetric quasi-shuffles

Killian Hong-Minh, Sergey Mozgovoy

We develop an algebraic framework for the quasi-modularity of symmetric multiple -zeta values. We identify natural classes of symmetric quasi-shuffles whose -zeta values exha…

math.NT2026

Multiple zeta values in -rings

Sergey Mozgovoy

We propose a framework for multiple zeta values in -rings that unifies both classical multiple zeta values and multiple -zeta values. As in the classical case, we show that t…

math.RT2024

Global Weyl modules for thin Lie algebras are finite-dimensional

Vladimir Dotsenko, Sergey Mozgovoy

The notion of Weyl modules, both local and global, goes back to Chari and Pressley in the case of affine Lie algebras, and has been extensively studied for various Lie algebras gra…

math.AG2022★ 1 cited

Wall-crossing structures on surfaces

Sergey Mozgovoy

Families of Bridgeland stability conditions induce families of stability data, wall-crossing structures and scattering diagrams on the motivic Hall algebra. These structures can be…

math.AG2021

Tautological bases of CoHA modules

Hans Franzen, Sergey Mozgovoy

Given a quiver, we consider its cohomological Hall algebra (CoHA) as well as CoHA modules built of cohomology groups of non-commutative Hilbert schemes. We investigate cell decompo…