The paper describes in detail a reduction-to-free-QED method for evaluating vacuum polarization potential corrections up to α²(Zα)⁷ in the Coulomb field of a pointlike nucleus.
QED vacuum polarization in the Coulomb field of a nucleus: a method of high-order calculation
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abstract
A calculation of the QED vacuum polarization potential in the Coulomb field of a pointlike nucleus was presented in an earlier publication by the author and his collaborators. Corrections up to order $\alpha^2 (Z\alpha)^7$ were evaluated, where $Z$ is the nuclear charge number and $Z\alpha$ is treated as an independent variable. These corrections correspond to two-loop Feynman graphs with proper propagators of fermions in the external field. The calculation employed a reduction to free QED, leading to free QED Feynman graphs with up to eight independent loops. The method of calculation is described here in detail.
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QED vacuum polarization in the Coulomb field of a nucleus: a method of high-order calculation
The paper describes in detail a reduction-to-free-QED method for evaluating vacuum polarization potential corrections up to α²(Zα)⁷ in the Coulomb field of a pointlike nucleus.