I'm a postdoctoral researcher at UniDistance Suisse working in the group of Prof. David Loeffler.
Previously between Feb 2023 - June 2024, I was a postdoc of Prof. Adrian Iovita at Concordia University, Montreal.
I obtained my PhD in mathematics from University of Milan in December 2022, under the supervision of Prof. Fabrizio Andreatta. In my thesis, I studied the problem of p-adic iteration of the Gauss–Manin connection in the setting of Hilbert modular forms.
Even before that, I obtained my Master's degree in the ALGANT program.
I completed my Bachelor's degree in Mathematics and Computer Science from Chennai Mathematical Institute in 2017.
My research focuses on p-adic variation of (nearly) automorphic sheaves, and their application to the construction of p-adic L-functions. Such p-adic L-functions play a crucial role in proving instances of the Bloch-Kato conjecture. I'm currently studying these problems in the setting of Hilbert modular forms.
Email: ananyo.kazi@unidistance.ch