Current Studies:

• PhD in Mathematics,
  August 20, 2020 - Graduation May 2025.
  Princeton University
  Advisor: Camillo de Lellis
  Thesis Topic: Boundary regularity of area-minimizing currents. 

Education:

• Master of Arts in Mathematics:
  Princeton University. Degree obtained May 25, 2021.

• Licentiate Degree in Mathematics,
  Licentiate degree (6-year degree, comparable to a combined BSc and Master’s with one year of preparatory courses) at the University of Buenos Aires, Argentina. March 2018 - August 19, 2020.

Licentiate Thesis, Title: “Quantitative Techniques in the Study of Rectifiability”. Topic: Geometric Measure Theory. Thesis Directors: Professors Ezequiel Rela and Pablo Shmerkin. Link to thesis.

Contact:
imf "at" princeton "dot" edu

Research Interests:

My main research interests are in geometric measure theory, harmonic analysis, calculus of variations, PDEs, and differential geometry. I am generally interested in geometric regularity theory. My recent research has been on boundary regularity for area minimizing currents and quantitative rectifiability.