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20172022
most citedThe Apéry Set of a Good Semigroup

1 citations · 1 across the 5 of their papers we have counts for

collaborators

9 papers

math.CO2022

Properties and applications of the Apéry set of good semigroups in

Lorenzo Guerrieri, Nicola Maugeri, Vincenzo Micale

In this article we discuss some applications of the construction of the Apéry set of a good semigroup in given in the previous paper [Partition of the complement of…

math.AC2021

Rees algebras of ideals of star configurations

Alessandra Costantini, Ben Drabkin, Lorenzo Guerrieri

In this article we study the defining ideal of Rees algebras of ideals of star configurations. We characterize when these ideals are of linear type and provide sufficient condition…

math.CO2020

Partition of complement of good ideals and Apéry sets

Lorenzo Guerrieri, Nicola Maugeri, Vincenzo Micale

Good semigroups form a class of submonoids of containing the value semigroups of curve singularities. In this article, we describe a partition of the complements of…

math.AC2020

On the integral domains characterized by a Bezout Property on intersections of principal ideals

Lorenzo Guerrieri, K. Alan Loper

In this article we study two classes of integral domains. The first is characterized by having a finite intersection of principal ideals being finitely generated only when it is pr…

math.AC2019

On quasi-equigenerated and Freiman cover ideals of graphs

Benjamin Drabkin, Lorenzo Guerrieri

A quasi-equigenerated monomial ideal in the polynomial ring is a Freiman ideal if where is the analytic spr…

math.AC20191 cited

The Apéry Set of a Good Semigroup

Marco D'Anna, Lorenzo Guerrieri, Vincenzo Micale

We study the Apéry set of good subsemigoups of , a class of semigroups containing the value semigroups of curve singularities with two branches. Even if this set in in…