Closed description of arbitrariness in resolving quantum master equation
arXiv:1604.01888 · doi:10.1016/j.physletb.2016.04.047
Abstract
In the most general case of the Delta exact operator valued generators constructed of an arbitrary Fermion operator, we present a closed solution for the transformed master action in terms of the original master action in the closed form of the corresponding path integral. We show in detail how that path integral reduces to the known result in the case of being the Delta exact generators constructed of an arbitrary Fermion function.
13 pages, v2: Section 2 extended, misprint corrected, references added, formula on page 7 corrected, new formula (4.30) and a phrase on it inserted, v3: misprints in formulas (2.12), (4.23), (4.36)-(4.39) corrected, v4: formulae (A.8), (A.11), (A.12) added, v5:published version
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Cited by in corpus (10)
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- On a gauge-invariant deformation of a classical gauge-invariant theory
- On classical and quantum deformations of gauge theories
- Gauge invariant renormalizability of quantum gravity
- RG and BV-formalism
- Anticanonical transformations and Grand Jacobian
- Physical quantities and arbitrariness in resolving quantum master equation
- Superfield generating equation of field-antifield formalism as a hyper-gauge theory
- General quantum-mechanical setting for field-antifield formalism as a hyper-gauge theory
- On gauge-invariant deformation of reducible gauge theories