44 citations · 289 across the 30 of their papers we have counts for
30 papers
Non-Abelian gauge theories with composite fields in the background field method
Pavel Yu. Moshin, Alexander A. Reshetnyak, Ricardo A. Castro
Non-Abelian gauge theories with composite fields are examined in the background field method. Generating functionals of Green's functions for a Yang--Mills theory with composite an…
Finite BRST Mapping in Higher Derivative Models
Pavel Yu. Moshin, Sudhaker Upadhyay, Ricardo A. Castro
We continue the study of finite field dependent BRST (FFBRST) symmetry in the quantum theory of gauge fields. An expression for the Jacobian of path integral measure is presented,…
On finite BRST transformations: Jacobians and Standard Model with gauge-invariant Gribov horizon
A. A. Reshetnyak, P. Yu. Moshin
We review the concept and properties of finite field-dependent BRST and BRST-antiBRST transformations introduced in our recent study (A. Reshetnyak, IJMPA 29 (2014) 1450128, P. Mos…
Comparative analysis of finite field-dependent BRST transformations
Pavel Yu. Moshin, Alexander A. Reshetnyak
We present a review of our recent study (A. Reshetnyak, IJMPA 29 (2014) 1450128; P. Moshin, A. Reshetnyak, Nucl. Phys. B 888 (2014) 92; Phys. Lett B 739 (2014) 110; IJMPA 29 (2014)…
Finite Field-Dependent BRST-antiBRST Transformations: Jacobians and Application to the Standard Model
Pavel Yu. Moshin, Alexander A. Reshetnyak
We continue our research Nucl.Phys B888, 92 (2014); Int. J. Mod. Phys. A29, 1450159 (2014); Phys. Lett. B739, 110 (2014); Int. J. Mod. Phys. A30, 1550021 (2015) and extend the clas…
Finite BRST-antiBRST Transformations for the Theories with Gauge Group
Pavel Yu. Moshin, Alexander A. Reshetnyak
Following our recent study [P.Yu. Moshin, A.A. Reshetnyak, Nucl. Phys. B 888 (2014) 92], we discuss the notion of finite BRST-antiBRST transformations, with a doublet , $a=1…