The difficulties associated with surface divergences, of a consistent QED theory in describing of the natural broadening (NB) of atomic systems are studied. This problem seems to be clearly and sensetively (in experimental meaning) appeared in the case of heavy muhicharged ions. To overcome this difficulty we have used a quantity of elementary interaction length, an analogy of the length of coherence. We have obtained that the NB contains a linear 1-divergence besides of a logarifmic one arrising in standard QED calculations. A Z-dependence has allowed us to suggest earring out the experimental testing of QED in the highly ionised atoms with the aid of more accurate technologies
We propose that the ground term transition, 2p5P3/22-P1/22, for ions in the F-like isoelectronic seq...
We analyse a new strategy to manipulate and calculate divergent amplitudes in the context of Quantum...
Quantum electrodynamics is the first successful and still the most successful quantum field theory. ...
The difficulties associated with surface divergences, of a consistent QED theory in describing of th...
The difficulties associated with surface divergences, of a consistent QED theory in describing of th...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
In the case of multiply-charged ions when energy levels with the same values of the total angular mo...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
A rigorous QED theory of the spectral line profiles is applied to transition probabilities in few-el...
In the case of multiply-charged ions when energy levels with the same values of the total angular mo...
In the case of multiply-charged ions when energy levels with the same values of the total angular mo...
AbstractThe natural broadening of hydrogen atom spectrum based on the minimal length uncertainty is ...
A comparison of precision frequency measurements to quantum electrodynamic (QED) theoretical predict...
We propose that the ground term transition, 2p5P3/22-P1/22, for ions in the F-like isoelectronic seq...
We analyse a new strategy to manipulate and calculate divergent amplitudes in the context of Quantum...
Quantum electrodynamics is the first successful and still the most successful quantum field theory. ...
The difficulties associated with surface divergences, of a consistent QED theory in describing of th...
The difficulties associated with surface divergences, of a consistent QED theory in describing of th...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
In the case of multiply-charged ions when energy levels with the same values of the total angular mo...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
UV divergences present difficulties in the use of a consistent quantum electrodynamic theory in desc...
A rigorous QED theory of the spectral line profiles is applied to transition probabilities in few-el...
In the case of multiply-charged ions when energy levels with the same values of the total angular mo...
In the case of multiply-charged ions when energy levels with the same values of the total angular mo...
AbstractThe natural broadening of hydrogen atom spectrum based on the minimal length uncertainty is ...
A comparison of precision frequency measurements to quantum electrodynamic (QED) theoretical predict...
We propose that the ground term transition, 2p5P3/22-P1/22, for ions in the F-like isoelectronic seq...
We analyse a new strategy to manipulate and calculate divergent amplitudes in the context of Quantum...
Quantum electrodynamics is the first successful and still the most successful quantum field theory. ...