Since December 2023, I have a Beatriz Galindo tenure track position at the mathematical department of the UNED University (Madrid, Spain).

I am mainly interested in:

  • Periods and special functions arising from Riemann surfaces, such as multiple zeta values, multiple polylogarithms and higher-genus generalisations.

  • All kinds of modular forms.

  • Applications of the above objects to the computation of Feynman amplitudes, especially in superstring theory.

I am currently also interested in various topics at the interface between mathematics and physics, such as mirror symmetry, topological recursion and resurgence.

You can reach out to me at: f.zerbini “at” mat.uned.es

Latest articles

Flat connections on moduli spaces I: Local (1,0)-extension of the DHS connection
Joint with Eric D’Hoker, Benjamin Enriquez and Oliver Schlotterer
arXiv:2608.29169 [hep-th]

Relating flat connections and polylogarithms on higher genus Riemann surfaces
Joint with Eric D’Hoker, Benjamin Enriquez and Oliver Schlotterer
Commun. Math. Phys. 407(3), 43, 2026
arXiv:2501.07640 [hep-th]

Closed-string amplitude recursions from the Deligne associator
Joint with Konstantin Baune and Johannes Broedel
To appear in Adv. Theor. Math. Phys.
arXiv:2412.17579 [hep-th]

A picture in Cote d’Azur (2021)

IMG_2804.JPG