"L=R" - $U(1)_R$ as the Origin of Leptonic 'RPV'
Claudia Frugiuele, Thomas Gregoire, Piyush Kumar, Eduardo Ponton

TL;DR
This paper explores supersymmetric models with a $U(1)_R$ symmetry that naturally lead to leptonic R-parity violation, offering distinctive phenomenological signatures and connections to neutrino physics, while remaining consistent with experimental bounds.
Contribution
It introduces a class of $U(1)_R$ symmetric supersymmetric models where lepton number is extended non-standardly, leading to novel RPV operators and rich phenomenology.
Findings
Models accommodate the observed Higgs mass with moderate fine-tuning.
Existence of heavy Dirac gauginos and relaxed squark bounds.
Distinctive signals like resonant slepton production and lepto-quark signatures.
Abstract
A classification of phenomenologically interesting supersymmetric extensions of the Standard-Model with a symmetry is presented. Some of these are consistent with subsets of leptonic or baryonic "R-parity violating" (RPV) operators, thereby providing a natural motivation for them. We then focus on a particular class of models in which the symmetry coincides with lepton number when restricted to the SM sector. In this case, the extension of lepton number to the superpartners is "non-standard", implying, in particular, the existence of the leptonic RPV operators and , and a vacuum structure where one of the left-handed sneutrinos acquires a significant vacuum-expectation-value, while not being constrained by neutrino mass bounds. The model can be naturally consistent with bounds from electroweak precision measurements and flavor-changing processes. It can…
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