Abstract
A previous hypothesis, that the free energy projection of the interaction term of the Dirac-Maxwell equations combines with the bare electron to form the true experimental electron and that such reformulated Dirac-Maxwell equations in terms of the experimental electron are already renormalized, is shown to be true by constructing an explicit analytic representation for the free energy operator, but it is found that a convergent quantum electrodynamics is a necessary prerequisite for its validity. Such quantum electrodynamics can be constructed with the help of the Feynman cut off or with a non local interaction term in which the structure of the Dirac-Maxwell equations is maintained. The additional result that the charge renormalization is unity is obtained.
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