Partonic structure of the nucleon
D-36
Doctorate Full Doctorate
- Disciplines
- Autre (Physics)
- Laboratory
- UMR 9012 Laboratoire de Physique des deux Infinis Irène Joliot-Curie
- Host institution
- Université Paris-Saclay GS Physique
Description
The understanding of the Quantum Chromo-Dynamics (QCD) is a major challenge of nuclear physics. How the mass of the nucleonemerges from essentially massless constituents ? How the spin of the nucleon build-up from an assembly of quarks and gluons ? Theseare basic and still unanswered questions. An approach to solve these problems consists in the experimental determination of thedistribution of the nucleon constituents (the partons) in the momentum and configuration spaces. These so-called Generalized PartonDistributions (GPDs) encode the correlations between the partons inside the nucleon, and consequently contain information about thestructure and dynamics of the nucleon which can ultimately be confronted to lattice QCD calculations.This project consists in the experimental study of the distribution Eq which is accessed in the Deeply Virtual Compton Scattering (DVCS)reaction off a neutron. It involves the analysis and interpretation of recently acquired experimental data developing and using MachineLearning techniques. It also concerns the development of the next generation of experiments that are the measurements of the DoubleDeeply Virtual Compton Scattering (DDVCS) reaction in the perspective of the recently approved SoLID(mu) and (mu)CLAS12experimental projects at the Jefferson Lab (JLab).
Skills required
Confirmed informatic background Confirmed knowledge of physics Artificial Intelligence knowledge would be appreciatedBibliography
A. Hobart et al. Phys. Rev. Lett. 133 (2024) 211903J.S. Alvarado, Doctorat de l'Univetrsité Paris-Saclay, 2025
S. Zhao, Doctorat de l'Univetrsité Paris-Saclay, 2020
J.S. Alvarado, M. Hoballah, E. Voutier, Phys. Rev. C 111 (2025) 065205
Keywords
Parton distributions, Deeply virtual Compton scattering, Double deeply virtual Compton scattering, Artificial intelligenceGrant holder offer / non-funded
Open to all countries
Dates
Application deadline 30/09/26
Duration36 months
Start date01/10/26
Creation date06/12/25
Languages
Level of french requiredNone
Level of English requiredNone
Miscellaneous
Annual tuition fee400 € / year
Contacts
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