In collaboration with: Emanuele Pace (Roma2), Matteo Rinaldi (Perugia), Giovanni Salme (INFN Roma), Rocco Alessandro (Roma2), Alessio Del Dotto (ENEA), Gabriele Perna (Perugia) Abstract: A rigorous Light-Front formalism for the description of hadronic three-body systems in valence approximation will be reviewed [1,2]. The application to the analysis of electron deep inelastic scattering (DIS) on nuclear targets, in the valence region and in the Bjorken limit, will be reported [3,4]. The main theoretical ingredient is the LF nuclear spectral function. The approach preserves macroscopic locality, as well as number of particles and momentum sum rules at the same time. The proposed scheme is used to evaluate realistically the structure functions of the 3He nucleus, very relevant for phenomenological studies in the present experimental scenario. At variance with previous light-front estimates for heavy nuclei, our analysis predicts a sizeable binding effect, in fair agreement with available data of the European Muon Collaboration (EMC) effect. The results are stable against the use of different parametrizations of the nucleon DIS structure functions and that of nuclear two- and three-body potentials. The extension of our approach to the 4He nucleus is straightforward, although numerically challenging. [1] "Light-Front spin-dependent Spectral Function and Nucleon Momentum Distributions for a Three-Body System" by A. Del Dotto, E. Pace, G. Salme, S. Scopetta Phys.Rev.C 95 (2017) 1, 014001 and arXiv:1609.03804 [nucl-th] [2] "Light-Front Transverse Momentum Distributions for J=1/2 Hadronic Systems in Valence Approximation", by R. Alessandro, A. Del Dotto, E. Pace, G. Perna, G. Salme, S. Scopetta, arXiv:2107.10187 and Phys.Rev.C 104 (2021) 6, 065204 [3] "EMC effect, few-nucleon systems and Poincare covariance", by E. Pace, M. Rinaldi, G. Salme, S. Scopetta, arXiv:2004.05877, and Phys. Scr. 95, 064008 [4] E. Pace, M. Rinaldi, G. Salme, S. Scopetta, arXiv 2022, in preparation
Webinar at https://us02web.zoom.us/j/81572103194?pwd=eE1QVWZFc1hWbWszZ2N0RW1iWHFBZz09