Seungjai Lee

activity

20162026

collaborators

Showing 2020Show all

4 papers · 1 filter

math.CO2020

Hilbert quasipolynomials and their roots

Seungjai Lee

We investigate the roots of Hilbert quasipolynomials arising from certain rational generating functions.

math.GR2020

Normal zeta functions of small $T_{2}$ -groups and their behaviour on residue classes

Seungjai Lee

Let $G$ be a finitely generate nilpotent class-2 torsion-free group. We study how the zeta function enumerating normal subgroups of G varies on residue classes. In particular, we s…

math.RA2020

Zeta functions of $F_{p}$ -Lie algebras and finite $p$ -groups

Seungjai Lee

We study zeta functions enumerating subalgebras or ideals of Lie algebras over finite field of prime order $F_{p}$ . We first develop a general blueprint method for computing…

math.RA2020

Zeta functions of integral nilpotent quiver representations

Seungjai Lee, Christopher Voll

We introduce and study multivariate zeta functions enumerating subrepresentations of integral quiver representations. For nilpotent such representations defined over number fields,…

Hilbert quasipolynomials and their roots

Normal zeta functions of small T2​-groups and their behaviour on residue classes

Zeta functions of Fp​-Lie algebras and finite p-groups

Zeta functions of integral nilpotent quiver representations

Normal zeta functions of small $T_{2}$ -groups and their behaviour on residue classes

Zeta functions of $F_{p}$ -Lie algebras and finite $p$ -groups