Generalized Proca Equations and Vacuum Current from Breaking of Ue(1)xUg(1) Gauge Symmetry
P. Castelo Ferreira, J. T. Mendonca
TL;DR
This paper discusses the theoretical implications of breaking the U(1)×g(1) gauge symmetry, focusing on the generalized Proca equations and vacuum current, with a brief note on the non-existence of certain Lagrangian terms.
Contribution
It provides a short proof regarding the non-existence of quartic terms in the Lagrangian of the gauge symmetry, extending previous theoretical work.
Findings
Proof of non-existence of quartic Lagrangian terms
Analysis of vacuum current from symmetry breaking
Implications for gauge theory structure
Abstract
Withdrawn: A short-proof of the non-existence of quartic terms in the Lagrangian of Ue(1)xUg(1) is given in the Addendum of hep-th/0601166 (Europhys.Lett.85:59901,2009).
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