English

Indirect constraints on lepton-flavour-violating quarkonium decays

High Energy Physics - Phenomenology 2023-01-11 v2 High Energy Physics - Experiment

Abstract

Within an effective-field-theory framework, we present a model-independent analysis of the potential of discovering new physics by searching for lepton flavour violation in heavy quarkonium decays and, more in general, we study the phenomenology of lepton-flavour-violating (LFV) 2 quark - 2 lepton (2q22q2\ell) operators with two charm or bottom fields. We compute the constraints from LFV muon and tau decays on the new-physics operators that can induce LFV processes involving ccˉc\bar c and bbˉb\bar b systems, thus providing a comprehensive list of indirect upper limits on processes such as J/ψJ/\psi \to \ell\ell^\prime, Υ(nS)\Upsilon(nS) \to \ell\ell^\prime, Υ(nS)γ\Upsilon(nS) \to \ell\ell^\prime \gamma etc., which can be sought at BESIII, Belle II, and the proposed super tau-charm factory. We show that such indirect constraints are so stringent that they prevent the detection of quarkonium decays into eμe\mu. In the case of decays of quarkonia into τ\ell\tau (=e,μ\ell=e,\mu), we find that an improvement by 2-3 orders of magnitude on the current sensitivities is in general required in order to discover or further constrain new physics. However, we show that cancellations among different contributions to the LFV tau decay rates are possible, such that Υ(nS)τ\Upsilon(nS)\to \ell\tau can saturate the present experimental bounds. We also find that, interestingly, searches for LFV ZZ decays, ZτZ\to\ell\tau, at future e+ee^+e^- colliders are complementary probes of 2q22q2\ell operators with third generation quarks.

Keywords

Cite

@article{arxiv.2207.10913,
  title  = {Indirect constraints on lepton-flavour-violating quarkonium decays},
  author = {Lorenzo Calibbi and Tong Li and Xabier Marcano and Michael A. Schmidt},
  journal= {arXiv preprint arXiv:2207.10913},
  year   = {2023}
}

Comments

21 pages + appendices. 6 figures, 6 tables. Version to appear in PRD

R2 v1 2026-06-25T01:08:21.610Z