activity
20192025
most citedRectifiability of the singular set and uniqueness of tangent cones for semicalibrated currents

1 citations · 1 across the 3 of their papers we have counts for

collaborators

6 papers

math.AP2025

On the non-uniqueness of locally minimizing clusters via singular cones

Lia Bronsard, Robin Neumayer, Michael Novack +1

We construct partitions of into three sets that locally minimize interfacial area among compactly supported volume…

math.AP2025

Structure of two-dimensional mod area-minimizing currents near flat singularities: the codimension one case

Anna Skorobogatova, Luca Spolaor, Salvatore Stuvard

We obtain a fine structural result for two-dimensional mod area-minimizing currents of codimension one, close to flat singularities. Precisely, we show that, locally around an…

math.DG2025

Hausdorff measure bounds for density- flat singularities of minimizing integral currents

Gianmarco Caldini, Anna Skorobogatova

In this article we prove that the set of flat singular points of locally highest density of area-minimizing integral currents of dimension and general codimension in a smooth R…

math.AP2024

Free boundary regularity for semilinear variational problems with a topological constraint

Michael Novack, Daniel Restrepo, Anna Skorobogatova

We study a class of semilinear free boundary problems in which admissible functions have a topological constraint, or spanning condition, on their 1-level set. This constraint…

math.AP20241 cited

Rectifiability of the singular set and uniqueness of tangent cones for semicalibrated currents

Paul Minter, Davide Parise, Anna Skorobogatova +1

We prove that the singular set of an -dimensional integral current in , semicalibrated by a -form is countably -rectifiable.…

math.AP2019

Continuity and canceling operators of order on

Bogdan Raiţă, Anna Skorobogatova

We prove that for elliptic and canceling linear differential operators of order on , continuity of a map can be inferred from the fact that $\mat…