The two-photon-annihilation contribution to the true muonium hyperfine splitting arising from e and tau loops is obtained analytically at order m(mu)alpha(6). The contribution to the hyperfine splitting is -2.031092873m(mu)alpha(6)/n(3)pi(2) = -793.926988/n(3) MHz. The contribution to the triplet true muonium decay rate has also been obtained and was found to be 9.825708266m(mu)alpha(6)/n(3)pi(2) = 3840.737698/n(3) MHz. Additional results have been computed for other purely leptonic bound states
The recent observation of discrepancies in the muonic sector motivates searches for the yet undiscov...
We consider an impact of hadronic light-by-light scattering on the muonium hyperfine structure. A sh...
We present an analytic calculation of the m*alpha^6 recoil corrections to the hyperfine splitting (H...
We consider three-loop radiative-recoil corrections to hyperfine splitting in muonium. These correct...
We consider hard three-loop corrections to hyperfine splitting in muonium and positronium generated ...
We examine the muonium (μ−e+)-antimuonium (μ−e+) system in the models which accommodate thedilepton ...
The muon and tauon light-by-light scattering contributions to hyperfine splitting in muonium are cal...
We calculate in detail the annihilation of Muonium (Mu) into νeνµ and νeνµγ states. For Mu → νeνµ we...
The recent observation of discrepancies in the muonic sector motivates searches for the yet undiscov...
Abstract We obtain a model-independent prediction for the two-photon exchange contribution to the hy...
A new result for the hadronic vacuum polarization correction to the muonium hyperfine splitting (HFS...
A new result for the hadronic vacuum polarization correction to the muonium hyperfine splitting (HFS...
We consider the hyperfine structure, the atomic spectrum, and the decay channels of the bound μ+μ- s...
A detailed presentation is given of the analytic calculation of the single photon annihilation contr...
The contribution of pseudoscalar pole diagrams to the hadronic light-by-light corrections of order a...
The recent observation of discrepancies in the muonic sector motivates searches for the yet undiscov...
We consider an impact of hadronic light-by-light scattering on the muonium hyperfine structure. A sh...
We present an analytic calculation of the m*alpha^6 recoil corrections to the hyperfine splitting (H...
We consider three-loop radiative-recoil corrections to hyperfine splitting in muonium. These correct...
We consider hard three-loop corrections to hyperfine splitting in muonium and positronium generated ...
We examine the muonium (μ−e+)-antimuonium (μ−e+) system in the models which accommodate thedilepton ...
The muon and tauon light-by-light scattering contributions to hyperfine splitting in muonium are cal...
We calculate in detail the annihilation of Muonium (Mu) into νeνµ and νeνµγ states. For Mu → νeνµ we...
The recent observation of discrepancies in the muonic sector motivates searches for the yet undiscov...
Abstract We obtain a model-independent prediction for the two-photon exchange contribution to the hy...
A new result for the hadronic vacuum polarization correction to the muonium hyperfine splitting (HFS...
A new result for the hadronic vacuum polarization correction to the muonium hyperfine splitting (HFS...
We consider the hyperfine structure, the atomic spectrum, and the decay channels of the bound μ+μ- s...
A detailed presentation is given of the analytic calculation of the single photon annihilation contr...
The contribution of pseudoscalar pole diagrams to the hadronic light-by-light corrections of order a...
The recent observation of discrepancies in the muonic sector motivates searches for the yet undiscov...
We consider an impact of hadronic light-by-light scattering on the muonium hyperfine structure. A sh...
We present an analytic calculation of the m*alpha^6 recoil corrections to the hyperfine splitting (H...