Abstract
In a previous paper (Andrasi and Taylor (2020)), we studied the renormalization of a gauge interpolating between the Feynman and Coulomb gauges. The present paper extends the analysis to a gauge interpolating between the Landau and Coulomb gauges. This interpolating gauge is characterized by a parameter θ and the Coulomb gauge is obtained in the limit θ→0. We study the renormalization for all values of θ, and note some special features of it. The purpose of these interpolating gauges is to make the Coulomb gauge well-defined, in spite of the energy-divergences which occur in individual Feynman integrals for θ=0.
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