Modified triplectic quantization in general coordinates
arXiv:hep-th/0304011 · doi:10.1142/S0217751X04018142
Abstract
We present an extension of previous results (hep-th/0105215)on the quantization of general gauge theories within the BRST-antBRST invatiant Lagrangian scheme in general coordinates, namely, we consider the case when the base manifold of fields and antifields is a supermanifold desribed in terms of both bosonic and fermionic variables.
12 pages, Latex; addition of 2 references land related remarks
References in corpus (1)
Cited by in corpus (8)
- Fedosov supermanifolds: Basic properties and the difference in even and odd cases
- Local Superfield Lagrangian BRST Quantization
- Fedosov and Riemannian supermanifolds
- Fedosov supermanifolds: II. Normal coordinates
- Symplectic geometries on supermanifolds
- Superfield extended BRST quantization in general coordinates
- Higher order relations in Fedosov supermanifolds
- On Superfield Covariant Quantization in General Coordinates