I am mainly interested in mathematical physics: I greatly appreciate how mathematics has a capacity to describe quantitative and qualitative properties of physical systems, giving strong and rigorous insights which direct physics research. On the other hand, physicists' intuition and heuristic approaches are also really useful to clarify and exemplify mathematical theories, sometimes providing unexpected results and conjectures.

From a more mathematical side, I'm mostly interested in higher geometry and algebra, things like abstract homotopy, category theory, operator algebras, mathematical gauge theory, Lie groupoids and algebroids, homological algebra, cobordisms, and noncommutative geometry.

On the physics side, I'm interested in classical and quantum field theories, anomalies, supersymmetry, conformal field theories, functorial qft. I also like fluid mechanics, many-body quantum systems and emergent gauge theories

On a more multidisciplinary take, I like to read and discuss about SciCom, epistemology, philosophy of science, foundations of physics and logic.