arXiv:2311.08052v1 [math.AG] 14 Nov 2023 Page 1 arXiv:2311.08052v1 [math.AG] 14 Nov
2023 DEFORMATIONS WITH COHOMOLOGY CONSTRAINTS: A REVIEW NERO BUDUR …

We define Bernstein–Sato polynomials for meromorphic functions and study their basic
properties. In particular, we prove a Kashiwara–Malgrange-type theorem on their geometric …

In this manuscript, we prove the Bernstein inequality and develop the theory of holonomic-
modules for rings of invariants of finite groups in characteristic zero, and for strongly-regular …

Let $ A $ be a Noetherian domain and $ R $ be a finitely generated $ A $-algebra. We study
several features regarding the generic freeness over $ A $ of an $ R $-module. For an ideal …

arXiv:2109.00244v1 [math.AC] 1 Sep 2021 Page 1 A NOTE ON BERNSTEIN-SATO IDEALS
JOSEP ÀLVAREZ MONTANER Abstract. We define the Bernstein-Sato ideal associated to a …

Let R a polynomial ring over a field k. An algebraic variety over k is a set of points given as
the zero loci of polynomials in R. In order to study these varieties and their singularities, a …

En aquest treball de final de grau ens centrarem en el problema de classificació analítica de
branques amb un exponent característic. El nostre objectiu és construir una estratificació per …