activity
20142026
most citedUniversal Groebner bases and Cartwright-Sturmfels ideals

4 citations · 6 across the 7 of their papers we have counts for

collaborators

7 papers

math.AT2026

Hook-decomposable modules and their resolutions

Isabella Mastroianni, Marco Guerra, Ulderico Fugacci +1

We compare several classes of biparameter persistence modules: -products of monoparameter modules, hook-decomposable modules, modules admitting a Smith-type structure theorem, a…

math.AC2023

On the rate of generic Gorenstein -algebras

Mats Boij, Emanuela De Negri, Alessandro De Stefani +1

The rate of a standard graded -algebra is a measure of the growth of the shifts in a minimal free resolution of as an -module. In particular has rate one if and o…

math.AC2019

A characteristic free approach to secant varieties of triple Segre products

Aldo Conca, Emanuela De Negri, Željka Stojanac

The goal of this short note is to study the secant varieties of the triple Segre product of type (1,a,b) by means of the standard tools of combinatorial commutative algebra. We rep…

math.AC2019★ 2 cited

On jet schemes of pfaffian ideals

Emanuela De Negri, Enrico Sbarra

Jet schemes and arc spaces received quite a lot of attention by researchers after their introduction, due to J. Nash, and established their importance as an object of study in M. K…

math.AC2016

Multigraded generic initial ideals of determinantal ideals

Aldo Conca, Emanuela De Negri, Elisa Gorla

Let I be either the ideal of maximal minors or the ideal of 2-minors of a row graded or column graded matrix of linear forms L. In two previous papers we showed that I is a Cartwri…

math.AC2016★ 4 cited

Universal Groebner bases and Cartwright-Sturmfels ideals

Aldo Conca, Emanuela De Negri, Elisa Gorla

We describe the universal Groebner basis of the ideal of maximal minors and the ideal of -minors of a multigraded matrix of linear forms. Our results imply that the ideals are r…