1 Curriculum

Current positions

October 2025 –

Postdoctoral researcher in Mathematics at Westlake University and topic Multiple-valued functions.

August 2026 – February 2027

Teaching Assistant for the course "Linear Algebra I Track A" at Westlake University.

Teacher in charge: prof. Hajli Mounir.

Career

July 1, 2024 – June 30, 2025

Assegno di ricerca (postdoc position) in Mathematics at Sapienza University of Rome and topic Geometric Measure Theory: structure of singular measures, regularity and applications to Calculus of Variations;

June 1, 2023 – May 31, 2024

Assegno di ricerca (postdoc position) in Mathematics at University of Padua and topic Some questions in Geometrie Measure Theory;

November 1, 2022 – May 31, 2023

Assegno di ricerca in Mathematics at Sapienza University of Rome and topic Minimal surfaces and free boundary problems: study of singularities of codimension greater than one.

Previous Teaching activities

March 2026 – June 2026

Teaching Assistant for the course "Multivariable Calculus Track B" at Westlake University.

Teacher in charge: prof. Bai Lin.

April 2025 – May 2025

Teacher in charge of the course "The Allard regularity theorem" for the PhD program in Mathematics at Sapienza University of Rome.

October 2, 2023 – January 11, 2024

Lecturer for part of the course "Analisi Uno (matricole pari)" of the B. Sc. Program in Computer Science at University of Padua.

Teacher in charge: prof. Paolo Musolino

November 1, 2018 – September 6, 2019

Tutoring activity about "Analisi 1" course of first year students in Mathematics at University of Naples "Federico II"

Education

November 1, 2019 – May 29, 2023

PhD in Mathematics at University of Rome "La Sapienza"

Advisor: prof. Emanuele N. Spadaro

Thesis: Rectifiability of stationary varifolds branching set with multiplicity at most 2

Link: https://iris.uniroma1.it/retrieve/a24aa232-fd66-4b20-a58b-d03701a94541/Tesi_dottorato_DeDonato.pdf.

2017–2019

Master’s degree in Mathematics at University of Naples "Federico II"

Advisor: prof. Nicola Fusco

Thesis: The quantitative isoperimetric inequality

Graduation mark: 110/110 cum laude

2014–2017

Bachelor’s degree in Mathematics at University of Naples "Federico II"

Advisor: prof. Luigi Greco

Thesis: Il teorema di Rouché e applicazioni

Graduation mark: 110/110 cum laude

Seminars and talks

November 20, 2024

Seminar "Regularity of stationary varifolds with codimension at least 2." at "Calculus of Variations and Free Boundary Problems IX" at University of Pisa;

February 14, 2024

Seminar "Regularity of stationary surfaces with codimension at least 2." at "XXXIII Convegno Nazionale di Calcolo delle Variazioni" at Riccione.