- Gerry McKeon, “Calculation ofβfunctions in the Weinberg-Salam model using background-field quantization”, Phys. Rev. D, 25, № 4, 1982, 1146
- A. Burnel, “Relativistic gauges without Faddeev-Popov ghosts in Yang-Mills theory”, Phys. Rev. D, 29, № 10, 1984, 2344
- O. Babelon, F.A. Schaposnik, C.M. Viallet, “Quantization of gauge theories with Weyl fermions”, Physics Letters B, 177, № 3-4, 1986, 385
- A.J. McKane, “Reformulation of n→0 models using anticommuting scalar fields”, Physics Letters A, 76, № 1, 1980, 22
- J.C. Taylor, “Ward identities and charge renormalization of the Yang-Mills field”, Nuclear Physics B, 33, № 2, 1971, 436
- A O Barvinsky, V Krykhtin, “Dirac and BFV quantization methods in the 1-loop approximation: closure of the quantum constraint algebra and the conserved inner product”, Class. Quantum Grav., 10, № 10, 1993, 1957
- Fabio Siringo, Luca Marotta, “Gaussian effective potential for the standard modelSU(2)×U(1)electroweak theory”, Phys. Rev. D, 78, № 1, 2008, 016003
- P.H. Frampton, T. Hagiwara, “Gauge ambiguities, zero modes and classification of field size”, Physics Letters B, 86, № 3-4, 1979, 337
- D.H. Weingarten, J.L. Challifour, “Continuum limit of QED2 on a lattice”, Annals of Physics, 123, № 1, 1979, 61
- Michael Creutz, “Confinement, chiral symmetry, and the lattice”, Acta Physica Slovaca. Reviews and Tutorials, 61, № 1, 2011, 1