activity
19972021
most citedSemistable modifications of families of curves and compactified Jacobians

20 citations · 46 across the 36 of their papers we have counts for

collaborators

38 papers

math.AG2021★ 1 cited

Quiver representations arising from degenerations of linear series, II

Eduardo Esteves, Renan Santos, Eduardo Vital

We describe all the schematic limits of families of divisors associated to a given family of rank- linear series on a one-dimensional family of projective varieties degenerating…

math.AG2021★ 2 cited

Quiver representations arising from degenerations of linear series, I

Eduardo Esteves, Renan Santos, Eduardo Vital

We give a local characterization for when certain quiver representations in semisimple Abelian categories are semisimple, among them those arising from degenerations of linear seri…

math.AG2021

Voronoi tilings, toric arrangements and degenerations of line bundles III

Omid Amini, Eduardo Esteves

We describe limits of line bundles on nodal curves in terms of toric arrangements associated to Voronoi tilings of Euclidean spaces. These tilings encode information on the relatio…

math.AG2020

Voronoi tilings, toric arrangements and degenerations of line bundles II

Omid Amini, Eduardo Esteves

We describe limits of line bundles on nodal curves in terms of toric arrangements associated to Voronoi tilings of Euclidean spaces. These tilings encode information on the relatio…

math.CO2020★ 1 cited

Voronoi tilings, toric arrangements and degenerations of line bundles I

Omid Amini, Eduardo Esteves

We describe limits of line bundles on nodal curves in terms of toric arrangements associated to Voronoi tilings of Euclidean spaces. These tilings encode information on the relatio…

math.AG2019

Limits of dual curves via foliations

Eduardo Esteves, Nivaldo Medeiros, Wallace Sousa

We develop a method to compute limits of dual plane curves in Zeuthen families of any kind. More precisely, we compute the limit 0-cycle of the ramification scheme of a general lin…