- P. Nogueira, “From Feynman rules to conserved quantum numbers, III”, Computer Physics Communications, 260, 2021, 107740
- Rodrigo Delgadillo-Blando, Denjoe O'Connor, Badis Ydri, “Matrix models, gauge theory and emergent geometry”, J. High Energy Phys., 2009, № 05, 2009, 049
- MARTINUS J. G. VELTMAN, “FROM WEAK INTERACTIONS TO GRAVITATION”, Int. J. Mod. Phys. A, 15, № 29, 2000, 4557
- E. B. Manoukian, “Quantum viewpoint of quadratic f(R) gravity, constraints, vacuum-to-vacuum transition amplitude and particle content”, Gen Relativ Gravit, 47, № 7, 2015, 78
- Fabrizio Canfora, Diego Hidalgo, Pablo Pais, “The Gribov problem in presence of background field for SU(2) Yang–Mills theory”, Physics Letters B, 763, 2016, 94
- L. GIUSTI, M. L. PACIELLO, S. PETRARCA, B. TAGLIENTI, C. PARRINELLO, “PROBLEMS ON LATTICE GAUGE FIXING”, Int. J. Mod. Phys. A, 16, № 21, 2001, 3487
- R.A. Brandt, “Gauge invariance and renormalization”, Nuclear Physics B, 116, № 2, 1976, 413
- P. Mansfield, “Quantum vortices”, Nuclear Physics B, 267, № 3-4, 1986, 575
- JØRGEN ELLEGAARD ANDERSEN, KENJI UENO, “ABELIAN CONFORMAL FIELD THEORY AND DETERMINANT BUNDLES”, Int. J. Math., 18, № 08, 2007, 919
- Chien-Jung Huang, W -Y. P. Hwang, “Large-Q2behavior of the Higgs mechanism as derived from one-loop diagrams and the renormalization-group equation”, Phys. Rev. D, 44, № 11, 1991, 3666