Reparametrization-Invariant Effective Action in Field-Antifield Formalism
arXiv:1211.6391 · doi:10.1142/S0217751X13500279
Abstract
We introduce classical and quantum antifields in the reparametrization-invariant effective action, and derive a deformed classical master equation.
14 pages, LaTeX. v2: Further observations, Added one appendix. v3: Version submitted to IJMPA. v4: Version published in IJMPA
References in corpus (13)
- The motion of point particles in curved spacetime
- On possible generalizations of field--antifield formalism
- Triplectic Quantization: A Geometrically Covariant Description of the Sp(2)-symmetric Lagrangian Formalism
- Superfield formulation of the Lagrangian BRST quantization method
- Superfield Quantization
- On the multilevel generalization of the field--antifield formalism
- On Generalized Gauge-Fixing in the Field-Antifield Formalism
- Superfield Formulation of the Phase Space Path Integral
- On the Multilevel Field--Antifield Formalism with the Most General Lagrangian Hypergauges
- Odd Scalar Curvature in Anti-Poisson Geometry
- Odd Scalar Curvature in Field-Antifield Formalism
- Semidensities, Second-Class Constraints and Conversion in Anti-Poisson Geometry
- A Comparative Study of Laplacians and Schroedinger-Lichnerowicz-Weitzenboeck Identities in Riemannian and Antisymplectic Geometry