3 papers
math.AG2021
Holonomic functions and prehomogeneous spaces
András Cristian Lőrincz
A function that is analytic on a domain of is holonomic if it is the solution to a holonomic system of linear homogeneous differential equations with polynomial coef…
math.RT2018
Decompositions of Bernstein-Sato polynomials and slices
András Cristian Lőrincz
Let be a linearly reductive group acting on a vector space , and a (semi-)invariant polynomial on . In this paper we study systematically decompositions of the Bernst…
math.AG2017
Free resolutions of orbit closures of Dynkin quivers
András C. Lőrincz, Jerzy Weyman
We use the Kempf-Lascoux-Weyman geometric technique in order to determine the minimal free resolutions of some orbit closures of quivers. As a consequence, we obtain that for Dynki…