The contribution of pseudoscalar pole diagrams to the hadronic light-by-light corrections of order alpha^3 E_F to the ground state hyperfine splitting in hydrogenic atom is calculated in the pseudoscalar pole terms approximation. The vector dominance model for the form factor of the transition of a pseudoscalar meson into two photons is used. The correction to the muonium hyperfine splitting is equal to 3.7 Hz. With the account of new experimental data on the cross sections sigma (e^+e^-\to rho, omega \to pi^0(eta)gamma) in the SND and CMD-2 experiments some other hadronic corrections to the muonium hyperfine splitting are calculated
The muon and tauon light-by-light scattering contributions to hyperfine splitting in muonium are cal...
We consider three-loop radiative-recoil corrections to hyperfine splitting in muonium. These correct...
We present a preliminary lattice calculation of the leading-order electromagnetic and strong isospi...
The pseudoscalar pole contribution is the dominant source of the $ {\cal O}(\alpha^3) $ hadronic lig...
We have studied the P → γ⋆γ⋆ transition form-factors (P = π0, η, η′) within a chiral invariant frame...
AbstractWe discuss hadronic effects in the muonium hyperfine structure and derive an expression for ...
We have studied the P → γ⋆γ⋆ transition form-factors (P = π0, η, η′) within a chiral invariant frame...
We discuss hadronic effects in the muonium hyperfine structure and derive an expression for the hadr...
We consider hard three-loop corrections to hyperfine splitting in muonium and positronium generated ...
A new result for the hadronic vacuum polarization correction to the muonium hyperfine splitting (HFS...
AbstractOn the basis of quasipotential method in quantum electrodynamics we calculate nuclear finite...
In the last twenty years, the theory of hyperfine splitting in muonium developed without any experim...
In the last twenty years, the theory of hyperfine splitting in muonium developed without any experim...
In the last twenty years, the theory of hyperfine splitting in muonium developed without any experim...
The anomalous magnetic moment of the muon provides one of the most stringent tests of the Standard M...
The muon and tauon light-by-light scattering contributions to hyperfine splitting in muonium are cal...
We consider three-loop radiative-recoil corrections to hyperfine splitting in muonium. These correct...
We present a preliminary lattice calculation of the leading-order electromagnetic and strong isospi...
The pseudoscalar pole contribution is the dominant source of the $ {\cal O}(\alpha^3) $ hadronic lig...
We have studied the P → γ⋆γ⋆ transition form-factors (P = π0, η, η′) within a chiral invariant frame...
AbstractWe discuss hadronic effects in the muonium hyperfine structure and derive an expression for ...
We have studied the P → γ⋆γ⋆ transition form-factors (P = π0, η, η′) within a chiral invariant frame...
We discuss hadronic effects in the muonium hyperfine structure and derive an expression for the hadr...
We consider hard three-loop corrections to hyperfine splitting in muonium and positronium generated ...
A new result for the hadronic vacuum polarization correction to the muonium hyperfine splitting (HFS...
AbstractOn the basis of quasipotential method in quantum electrodynamics we calculate nuclear finite...
In the last twenty years, the theory of hyperfine splitting in muonium developed without any experim...
In the last twenty years, the theory of hyperfine splitting in muonium developed without any experim...
In the last twenty years, the theory of hyperfine splitting in muonium developed without any experim...
The anomalous magnetic moment of the muon provides one of the most stringent tests of the Standard M...
The muon and tauon light-by-light scattering contributions to hyperfine splitting in muonium are cal...
We consider three-loop radiative-recoil corrections to hyperfine splitting in muonium. These correct...
We present a preliminary lattice calculation of the leading-order electromagnetic and strong isospi...