PhD courses and schools: ___________________________________________


2025-26:

  12. LATAM PhD + MSc Course (4h): 2025 Nov, Riemann surfaces and their moduli spaces


2024-25:

  11. Les Houches PhD + MSc Course (6h): 2024 Aug, Moduli spaces of Riemann surfaces (w/ Alessandro Giacchetto)


2023-24:

  10. PhD Curricular Course (30h): 2023 Mar - May, A rapidly divergent tale about Hurwitz, Lambert, Frobenius, enumerative geometry and quasi modular forms, SISSA, Trieste, IT.

  9. PhD mini-course (10h): 2023 Oct, Cohomological Field Theories and Integrable systems, Milano Bicocca, IT.


2022-23:

  8. International School (8h): 2023 Sep,  A spin on Hurwitz theory and Topological Recursion, Simons Center, Stony Brook (New York state), USA. 

  7. PhD + MSc School (6h): 2023 Aug, Introduction to Moduli Spaces of curves, Makerere University in Kampala, Uganda.

  6. PhD Curricular Course (20h): 2022 Jan - Feb, Cohomological Field Theories and Integrable systems (SISSA, Trieste, IT)

  5. PhD mini-course Course (8h): 2022 Feb, Moduli Spaces and Cohomological field theories (Cambridge, UK)


2021-22:

  4. PhD Curricular Course (20h): 2021 Apr - May, Introduction to Topological recursion theory and moduli spaces of curves (SISSA, Trieste, IT)

  3. PhD School (6h): 2021 Sep, Hurwitz theory and topological recursion, TRSalento2021, IT. 


2020-21:

  2. PhD + MSc School (6h): 2021 Aug, Hurwitz theory and enumerative geometry, U Nairobi, KE.