Renormalization of the Abelian Higgs-Kibble Model

摘要: This article is devoted to the perturbative renormalization of abelian Higgs-Kibble model, within class renormalizable gauges which are odd under charge conjugation. The Bogoliubov Parasiuk Hepp-Zimmermann scheme used throughout, including renormalized action principle proved by Lowenstein and Lam. whole study based on fulfillment all orders perturbation theory Slavnov identities express invariance Lagrangian a supergauge type family non-linear transformations involving Faddeev-Popov ghosts. Direct combinatorial proofs given gauge independence unitarity physicalS operator. Their simplicity relies both systematic use as well suitable normalization conditions allow perform mass renormalizations, those pertaining ghosts, so that can be setting fixed Fock space. Some simple independent local operators constructed.