I am a PhD candidate in Mathematical Physics in the research group of Prof Marcos Mariño at the University of Geneva, Switzerland, funded by the ERC Synergy Grant ReNewQuantum, and affiliated with the National Centre of Competence in Research SwissMAP.

Since September 2020, I am a member of the Scientific Council of the international conference centre SwissMAP Research Station in Les Diablerets, Switzerland.

Here are my CV and a list of attended events.


  • PhD in Mathematical Physics

    University of Geneva (in progress)

  • MSc in Mathematical and Theoretical Physics

    University of Oxford (2019)

  • BSc in Physics

    Sapienza University of Rome (2018)



Research Internship in High Energy Physics Phenomenology


Jul 2020 – Sep 2020 Geneva, Switzerland
Contributed to the design of an experimental framework for detecting muon-specific light Dark Sector particles produced via muons bremsstrahlung in proton beam-dump experiments. Implemented a simulation of the proposed scenario exploiting the secondary muon flux from the proton beam dump. Predicted the sensitivity reach in the parameter space of the exotics for the experiment NA62 in beam-dump mode and the proposed experiment SHiP using programming language C++, data analysis software ROOT, and simulation software MadGraph5_aMC@NLO. Supervised by Dr Babette Döbrich (CERN).

Master Class in Mathematical Physics

University of Geneva and NCCR SwissMAP

Oct 2019 – Jun 2020 Geneva, Switzerland
Collaborated with Prof Francis Brown (University of Oxford) on the application of motivic Galois theory to the study of Feynman integrals in perturbative QFT, specifically investigating the motivic Galois coaction and factorisation theorems for scalar Feynman graphs with non-generic kinematics. Collaborated with Prof Francesco Riva (University of Geneva) on EFT constraints arising from fundamental assumptions of UV consistency, specifically investigating the restrictions placed by (beyond-)positivity bounds on (beyond-)Horndeski theories of modified gravity. Attended courses on Random Matrix Theory.

Business Consulting Internship

Pangea Formazione

Jul 2019 – Aug 2019 Rome, Italy
Contributed to a Deep Learning predictive model for preventative maintenance of large infrastructures equipped with alarm nets. Project implemented using Bayesian Neural Networks and programming language R and customized to fit the specific needs of the commissioning telecom company. Pangea Formazione is a Big Data Analytics and AI company providing customised software for management consulting and training.

Research Internship in Experimental Particle Physics


Sep 2017 – Nov 2017 Frascati, Italy
Contributed to the development of a Monte Carlo optical simulation of the Small-Angle Calorimeter of PADME’s detector using simulation software Geant4 and programming language C++. Characterised the performance of a single PbF2 crystal attached to a Hamamatsu R13478UV photomultiplier tube with focus on time and energy resolutions using data analysis software ROOT. PADME (Positron Annihilation into Dark Matter Experiment) is a positron-on-target collision experiment searching for dark photon production at high intensity at the DAFNE Beam Test Facility. Supervised by Prof Mauro Raggi (Sapienza University of Rome).


Introduction to Motivic Amplitudes

In this talk I will discuss how underlying algebro-geometric structures characterise Feynman amplitudes as periods of motives and how …

Motivic Scattering Amplitudes

Recently developed approaches to scattering amplitudes in quantum field theory highlight underlying geometrical structures which allow …

Monte Carlo Simulation of PADME's Small-Angle Calorimeter

A Monte Carlo simulation of a prototype of PADME’s Small-Angle Calorimeter has been implemented on Geant4. Particular attention …


Searching for Muonphilic Dark Sectors with Proton Beams

Proton beam-dump experiments are a high-intensity source of secondary muons and provide an opportunity to probe muon-specific dark …

An Introduction to Motivic Feynman Integrals

This article gives a short step-by-step introduction to the representation of parametric Feynman integrals in scalar perturbative …


  • C/O Département de Physique Théorique, Université de Genève, Quai Ernest Ansermet 24, 1205 Genève, Switzerland