Research

I study various effective approaches for describing collective dynamics in atomic nuclei using theoretical models derived from quantum field theory. In particular, I am currently working on a purely geometric model, conceived as a modernization of the rotor-vibrator models introduced by Bohr and Mottelson in the 1950s.

I also conduct a sensitivity analysis of the parametric dependencies of Hamiltonians within the framework of reduced basis methods. More specifically, I am studying the application of an eigenvector continuation method, which can be applied to various Hamiltonian operators used in nuclear physics.

Main topics

• Nuclear physics
• Quantum field theories
• Groups and Geometry
• Hamiltonian systems