3 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.CO2025
Computing the Volume of Polytropes
Killian Hong-Minh, Paul Sheehan
We apply an algorithm for measuring the volume of polytopes described by Jim Lawrence to polytropes. By using a tropical form of Cramer's rule, we found an efficient way to find al…