BRST Field Theory of Relativistic Particles
arXiv:hep-th/9202025 · doi:10.1142/S0217751X92003276
Abstract
A generalization of BRST field theory is presented, based on wave operators for the fields constructed out of, but different from the BRST operator. We discuss their quantization, gauge fixing and the derivation of propagators. We show, that the generalized theories are relevant to relativistic particle theories in the Brink-Di Vecchia-Howe-Polyakov (BDHP) formulation, and argue that the same phenomenon holds in string theories. In particular it is shown, that the naive BRST formulation of the BDHP theory leads to trivial quantum field theories with vanishing correlation functions.
17 pages
Cited by in corpus (8)
- Physical Aspects of the Space-Time Torsion
- Propagators and Path Integrals
- Aspects of BRST Quantization
- Path Integrals and Pseudoclassical Description for Spinning Particles in Arbitrary Dimensions
- Interacting Two-Time Physics Field Theory With a BRST Gauge Invariant Action
- Siegel superparticle, higher order fermionic constraints, and path integrals
- BRST and Related Superfield Approach to a Few Interesting Models of Point Particles and a Model of Bosonic String: A Brief Review
- On minimal coupling of the ABC-superparticle to supergravity background