The Abelian Higgs action is rewritten with gauge-invariant FMS operators as elementary fields, and one-loop renormalizability is demonstrated via the Equivalence Theorem.
∫ ddq (2π )d C /bracehtipupleft/bracehtipdownright/bracehtipdownleft/bracehtipupright = 0
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The Equivalence Theorem at work: manifestly gauge-invariant Abelian Higgs model physics
The Abelian Higgs action is rewritten with gauge-invariant FMS operators as elementary fields, and one-loop renormalizability is demonstrated via the Equivalence Theorem.