Education

• Oct 2024 – ongoing: PhD at the University of Strasbourg.
• Sep 2023 – Aug 2024: M2 in Mathematics at the Sorbonne University (Paris).
• Oct 2018 – Sep 2023: BSc & MSc in Mathematics at the Scuola Normale Superiore (Pisa) and the University of Pisa.

Languages

 🇮🇹 🇫🇷 🇬🇧 🇩🇪 Fluent in Italian, French and English, B2 level in German.

Conferences and visits

• 1-5 Sep 2025 · Period maps: classical and p-adic, Cargese [†]
• 23 Apr to 9 May 2025 · Arithmetic of K3 Surfaces, Lausanne [†] - Speaker
• 8-12 Mar 2025 · Arizona Winter School, Tucson [†]
• 2-4 Oct 2024 · Arithmetic of K3 Surfaces @ Imperial College [†] - Speaker
• 8-12 Jul 2024 · JAVA Summer School, Montpellier [†] - Gave a talk on unramified cohomology
• 27-31 May 2024 · Summer School on Hodge Theory @ IRMAR, Rennes [†]
• 1st Mar 2024 · Junior Geometry and Mathematical Physics Seminar @ SISSA, Trieste - Speaker
• 19-23 Sep 2023 · Recent Perspectives on on Hodge Theory @ CRM De Giorgi, Pisa [†]
• 18-22 Jul 2023 · Geometry and Arithmetic of Moduli Spaces @ Università di Pisa [†]

Theses

• Sep 2024 · Mémoire de M2
  I wrote a proof of a theorem by Illusie comparing p-adic flat cohomology and crystalline cohomology, following an approach of Bhatt-Lurie. An expanded version is now available at [arXiv:2507.08568]. Supervised by M. D'Addezio.
• Jun 2023 · Tesi magistrale
  I computed the Grothendieck ring K₀ of the stack of smooth curves of genus 2, away from bad characteristic. Supervised by A. Vistoli.
• Sep 2021 · Tesi triennale
  My bachelor's thesis covers the Fulton-Hansen connectedness theorem, and Zak's proof of Hartshorne's conjecture on linearly normal varieties. Supervised by A. Vistoli.

Other activities

• Jan 2024 · Organized a reading group on p-divisible groups and monodromy of isocrystals
• Sep 2023 · Organized a reading group on K3 surfaces
• Mar 2023 · Organized a reading group on abelian varieties and Falting's theorem
• Mar 2022 · Organized a reading group on topological K-theory and the index theorem
• Jan-Feb 2022 · Tutoring for a linear algebra course
• 2020-2023 · Staff member of Rimse [†]