Quantum properties of general gauge theories with composite and external fields
S. Falkenberg, B. Geyer, and P. Moshin
TL;DR
This paper explores the quantum properties of general gauge theories involving composite and external fields using BV and BLT quantization, deriving Ward identities and analyzing gauge dependence.
Contribution
It introduces a comprehensive framework for analyzing gauge theories with composite and external fields within BV and BLT formalisms, including derivation of Ward identities and gauge dependence analysis.
Findings
Derived Ward identities for the generating functionals.
Analyzed gauge dependence in the presence of composite and external fields.
Established a formalism applicable to general gauge theories.
Abstract
The generating functionals of Green's functions with composite and external fields are considered in the framework of BV and BLT quantization methods for general gauge theories. The corresponding Ward identities are derived and the gauge dependence is investigated
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