Giada Grossi

FSMP postdoc

E-mail: grossi[AT]math[dot]univ-paris13[dot]fr

Université Sorbonne Paris Nord
99, avenue Jean-Baptiste Clément
93430 - Villetaneuse

I am an FSMP postdoc at LAGA with Jacques Tilouine. Previously, I was a Ph.D. student at the London School of Geometry and Number Theory working under the supervision of Sarah Zerbes.


My research area is Number Theory and Arithmetic Geometry and, more precisely, I am interested in Iwasawa theory, Euler systems, special values of L-functions, automorphic forms and cohomology of Shimura varieties.

Papers and Preprints

[4.] Higher Hida theory for Hilbert modular varieties in the totally split case.
Preprint, 2021.
[3.] On the anticyclotomic Iwasawa theory of rational elliptic curves at Eisenstein primes, with F. Castella, J. Lee and C. Skinner.
Preprint, 2020, to appear in Invent. Math.
[2.] Finite descent obstruction for Hilbert modular varieties, with G. Baldi
arXiv, 2019, Canadian Mathematical Bulletin, Volume 64 , Issue 2 , June 2021 , pp. 452 - 473.
[1.] On norm relations for Asai-Flach classes
arXiv, 2018, Int. J. Number Theory 16, No. 10, 2311-2377 (2020).

Notes and theses

Euler systems and their applications, Ph.D. thesis (2020)
Root numbers for Artin twists of elliptic curves, Note about root numbers and L-functions associated to compatible systems of l-adic representations, focusing on the case of Artis twists of elliptic curves. We also generalise a result by Rohlrich.
Heegner points and a p-adic Gross-Zagier formula, Master thesis (2016)