A. C. LHorincz

collaborators

3 papers

math.AG2026

Archimedean zeta functions, singularities, and Hodge theory

Dougal Davis, AndrÃ¡s C. LÅrincz, Ruijie Yang

We use Hodge theory to relate poles of the Archimedean zeta function $Z_{f}$ of a holomorphic function $f$ with several invariants of singularities. First, we prove that the largest…

math.AG2026

Filtrations of D-modules along semi-invariant functions

AndrÃ¡s C. LÅrincz, Ruijie Yang

Given a smooth algebraic variety X with an action of a connected reductive linear algebraic group G, and an equivariant D-module M, we study the G-decompositions of the associated…

math.RT2025

Some unipotent Arthur packets for p-adic split F4

Leticia Barchini, AndrÃ¡s C. LÅrincz

Let $G (k)$ be the split form of the simple exceptional p-adic group of type $F_{4}$ , and let $O = F_{4} (a_{3})$ be the minimal distinguished nilpotent orbit. Our main result con…