Biography

I am a postdoctoral researcher in Lugano at Università della Svizzera Italiana (USI) since 2024, and a life member of the International Society for Analysis its Applications and Computation (ISAAC) since 2026. My work lies in mathematical analysis and scattered data analysis, with a particular focus on harmonic analysis, time-frequency and wavelet analysis, and partial differential equations.

I have contributed to the development of a unifying theory for time-frequency representations within a symplectic framework. In this context, I have studied metaplectic operators, central in quantum mechanics and signal processing, characterizing their boundedness on Lebesgue spaces and exploring connections with Hardy’s uncertainty principle. I have also worked on the time-frequency analysis of Schrödinger evolutions, investigating how wave functions propagate and concentrate in phase space using refined analytical tools.

In addition, I have contributed to the theory of samplets, a multiscale framework for the efficient representation of scattered data, where local polynomial approximation is combined with hierarchical constructions. 

Overall, my research advances the theoretical foundations of time-frequency analysis from a symplectic perspective, with applications in signal processing, physics, and engineering, particularly in settings requiring accurate representation and reconstruction of complex signals.