I got my Bachelor degree in Mathematics from the University of Pavia (Italy) in 2015 with the dissertation " Lebesgue measure, non-measurable sets and related matters". The thesis is about the connection between non-measurable sets in R^d and the axiom of choice. Eventually it shows the Banach-Tarski paradox as an example to this issue. My supervisor was Prof. Pierluigi Colli.
I got my Master degree in Mathematics from the University of Pavia (Italy) in 2018 with the dissertation "Propagation of chaos for McKean diffusion model". This work is related to Markov processes on Polish state spaces, one-parameter semigroup theory and stochastic differential equations. My supervisor was Dr. Emanuele Dolera.
I'm currently interested in Probability Theory, Stochastic Processes and Statistical Mechanics.