Covariant quantization of Yang-Mills theory in the first order formalism
arXiv:2101.06868 · doi:10.1016/j.physletb.2021.136182
Abstract
In the present paper the Yang-Mills theory in the first order formalism is studied. On classical level the first order formulation is equivalent to the standard second order description of the Yang-Mills theory. It is proven that both formulations remain equivalent on quantum level as well.
arXiv comment9 pages,v2: minor improvements of the text,v3:published version
References in corpus (7)
- Gauge Invariance in Field Theory and Statistical Physics in Operator Formalism
- Perturbative Calculations with the First Order Form of Gauge Theories
- Gauge dependence and multiplicative renormalization of Yang-Mills theory with matter fields
- Multiplicative renormalization of Yang-Mills theories in the background-field formalism
- Renormalisation of a diagonal formulation of first order Yang-Mills theory
- Renormalization of six-dimensional Yang-Mills theory in a background gauge field
- Consistency Conditions for the First-Order Formulation of Yang-Mills Theory
Cited by in corpus (8)
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- On Restricting First Order Form of Gauge Theories to One-Loop Order
- Consistent first order action functional for gauge theories
- Restricting loop expansions in gauge theories coupled to matter
- Canonical aspects of pregeometric vector-based first order gauge theory
- Equivalence of first and second order formulations of the Einstein-Hilbert theory
- Covariant quantization of the Einstein-Hilbert theory in first-order form
- Ersatz gravity and black-hole thermodynamics from Manin gauge theory with noncompact gauge group