General Procedure of Gauge Fixings and Ghosts
arXiv:2010.11314 · doi:10.1016/j.physletb.2020.135965
Abstract
We revisit the general procedure of gauge fixings and ghosts based on BRST invariance principle. It is shown that when this is applied to the higher-derivative gauge fixings, it gives the correct structure of gauge fixings and ghosts including "third ghost", previously derived at one-loop level. This procedure is solely based on the symmetry principle and is valid at full order.
8 pages, v2: minor corrections
Cited by in corpus (7)
- Covariant BRST Quantization of Unimodular Gravity I -- Formulation with antisymmetric tensor ghosts --
- Field redefinition invariant Lagrange multiplier formalism
- Gauge invariant renormalizability of quantum gravity
- BRST and Related Superfield Approach to a Few Interesting Models of Point Particles and a Model of Bosonic String: A Brief Review
- The background information about perturbative quantum gravity
- Covariant BRST Quantization of Unimodular Gravity II -- Formulation with a vector antighost --
- FeynGrav 4.0