2021
DOI: 10.48550/arxiv.2108.10736
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Models of the Muonium to Antimuonium Transition

Takeshi Fukuyama,
Yukihiro Mimura,
Yuichi Uesaka

Abstract: Muonium is a bound state composed of an antimuon and an electron, and it constitutes a hydrogen-like atom. Because of the absence of the hadronic matter in the bound state, the muonium is a useful probe to explore new physics being free from the hadronic uncertainties. The process of the muonium-to-antimuonium transition is considered to be effective to identify fundamental interactions which relate to the lepton flavor and lepton number violation. New experiments are being planned at J-PARC in Japan and CSNS … Show more

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Cited by 3 publications
(6 citation statements)
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“…The description of the model is given in Ref. [15]. Here, we only mention that the interactions have a discrete lepton flavor symmetry, and they do not induce the ∆L e , ∆L µ = ±1 processes, such as µ → eγ, µ → 3e.…”
Section: Neutral Flavor Gauge Bosonmentioning
confidence: 99%
See 1 more Smart Citation
“…The description of the model is given in Ref. [15]. Here, we only mention that the interactions have a discrete lepton flavor symmetry, and they do not induce the ∆L e , ∆L µ = ±1 processes, such as µ → eγ, µ → 3e.…”
Section: Neutral Flavor Gauge Bosonmentioning
confidence: 99%
“…Though it is surely important to search the ∆L e , ∆L µ = ±1 processes, we need a close examination of the models beyond the SM so as not to have a preconception that those processes are dominant in the new physics with LFV. Indeed, if there is a discrete flavor symmetry, the Mu-to-Mu transition as a ∆L e , ∆L µ = ±2 process can be important to find new physics in the lepton sector while the ∆L e , ∆L µ = ±1 processes are suppressed [15]. Let us suppose that the Mu-to-Mu transition rate is just below the current experimental bound.…”
Section: Introductionmentioning
confidence: 99%
“…2), from both s− and t-channel Z exchange. The relevant effective Lagrangian for the oscillations can be cast as [150]:…”
Section: Muonium Oscillationsmentioning
confidence: 99%
“…2), from both s− and t-channels Z exchange. The relevant effective Lagrangian for the oscillations can be cast as [128]:…”
Section: Muonium Oscillationsmentioning
confidence: 99%
“…where |c F,m | 2 denote the population of Muonium states and the factor X encodes the magnetic flux density [128]. Notice that in the above we have only considered vector couplings (so that Q 4 , Q 5 = 0).…”
Section: Muonium Oscillationsmentioning
confidence: 99%