We present calculations of the one-loop vacuum polarization correction (Uehling potential) for the three-body problem in the NRQED formalism. The case of one-electron molecular systems is considered. Numerical results of the vacuum polarization contribution at mα7 and higher orders for the fundamental transitions (v = 0, L = 0) → (v ′ = 1, L ′ = 0) in the H2+ and HD+ molecular ions are presented and compared with calculations performed in the adiabatic approximation. The residual uncertainty from this contribution on the transition frequencies is shown to be of a few tens of Hz
The closed analytical expression for the Uehling potential is derived. The Uehling potenti...
We calculate ionization energies and fundamental vibrational transitions for H2+, D2+, and HD+ molec...
International audienceWe calculate ionization energies and fundamental vibrational transitions for H...
We present calculations of the one-loop vacuum polarization correction (Uehling potential) for the t...
The shift of atomic energy levels due to hadronic vacuum polarization is evaluated in a semiempirica...
The current discrepancy of theory and experiment observed recently in muonic hydrogen necessitates a...
Properties and different representations of the Uehling potential are investigated. Based on these p...
International audienceExact analytical expressions for the matrix elements of the Uehling potential ...
The current discrepancy of theory and experiment observed recently in muonic hydrogen nece...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
International audienceAlthough they do not lend themselves to analytical resolution, three-body atom...
International audienceAlthough they do not lend themselves to analytical resolution, three-body atom...
The closed analytical expression for the Uehling potential is derived. The Uehling potenti...
We calculate ionization energies and fundamental vibrational transitions for H2+, D2+, and HD+ molec...
International audienceWe calculate ionization energies and fundamental vibrational transitions for H...
We present calculations of the one-loop vacuum polarization correction (Uehling potential) for the t...
The shift of atomic energy levels due to hadronic vacuum polarization is evaluated in a semiempirica...
The current discrepancy of theory and experiment observed recently in muonic hydrogen necessitates a...
Properties and different representations of the Uehling potential are investigated. Based on these p...
International audienceExact analytical expressions for the matrix elements of the Uehling potential ...
The current discrepancy of theory and experiment observed recently in muonic hydrogen nece...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
Based on the generalized dynamical equation, vacuum polarization effects are studied within the scop...
International audienceAlthough they do not lend themselves to analytical resolution, three-body atom...
International audienceAlthough they do not lend themselves to analytical resolution, three-body atom...
The closed analytical expression for the Uehling potential is derived. The Uehling potenti...
We calculate ionization energies and fundamental vibrational transitions for H2+, D2+, and HD+ molec...
International audienceWe calculate ionization energies and fundamental vibrational transitions for H...