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My research interest is about on-shell techniques for the calculation of scattering amplitudes in gauge theories and perturbative quantum gravity, with the aim to apply these results to the classical black hole scattering.
Among the techniques used from quantum field theory to study this problem, it appears the worldline formalism, which is a quantum mechanical approach to the calculation of Feynman diagrams and integrals.
This formalism also reveals very useful to approach the classical scattering of spinning black holes, given the super-symmetric nature of the spin on the worldline.
Teaching tutor:
Matematica Generale (00679), degree programme: First cycle degree programme (L) in Management and Marketing
Mathematical Methods for economists (B2198), degree programme: Second cycle degree programme (LM) in Applied Economics and Markets
Probability (81624), degree programme: Second cycle degree programme (LM) in Quantitative Finance
Linear Algebra (65086), degree programme: First cycle degree programme (L) in Statistical Sciences
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