I completed my Ph.D. in pure Mathematics at the University of Milan, where I also earned my Bachelor's and Master's degrees. My doctoral research, conducted under the supervision of Professor Marco M. Peloso, centered on the theory of the de Branges spaces. I investigated the functional properties of the elements of these spaces, with a specific focus on the translation operator and the embedding operator.
Towards the end of my Ph.D, I had the privilege of collaborating with Professor Artur Nicolau during a month-long visit to Barcelona. Together, we delved into the analysis of one-component bounded functions.
After completing my Ph.D, I secured a one-year research grant in Thessaloniki under the guidance of Professor Emeritus Aristomenis Siskakis. While administrative hurdles delayed the start of my research, I kept studying at the University of Milan and I gained teaching experience at a high school in Milan.
In Thessaloniki, I looked into new research areas, including generalized Volterra operators and the Hilbert matrix operator. I also had the opportunity to collaborate with Professor Jani Virtanen, resulting in a joint article on the Hilbert matrix operator. We will also co-organize a special session at IWOTA 2025.
In May 2024, I commenced a one-year postdoctoral research fellowship under the guidance of Professor Joaquim Ortega-Cerdà. This research position has given me the opportunity to investigate new, emerging topics in complex analysis and operator theory. Specifically, I studied determinantal point processes and concentration operators, two areas that are receiving considerable current scholarly attention.
Additionally, I have been successfully collaborating with Artur Niclau in characterizing the zeros of functions in the Bergman space, and with Jose Angel Pelaez in describing the properties of fractional generalized Volterra integral operators.
In August 2025, I started a two-year postdoctoral research fellowship under the guidance of Professor Marco Peloso.
During my time in Italy, I led several academic exercise classes in analysis. I also had the opportunity to work closely with young Ph.D. students, providing informal mentorship and guidance.
I am interested in Complex Analysis, Harmonic Analysis and Operator Theory.
In particular my research interest are:
De Branges spaces and Model spaces.
De Branges-Rovnyak spaces and weighted Harmonically Dirichlet spaces.
Spectral representation and Clark measures.
Toeplitz operators on Hardy spaces.
Hilbert matrix operator.
Generalized Volterra operator.