Faddeev-Popov matrix in linear covariant gauge: first results.
CUCCHIERI, Attilio; DUDAL, David; MENDES, Tereza; OLIVEIRA, Orlando; ROELFS, Martin; SILVA, Paulo J.
CUCCHIERI, Attilio; DUDAL, David; MENDES, Tereza; OLIVEIRA, Orlando; ROELFS, Martin; SILVA, Paulo J.
 Abstract: We discuss a possible definition of the Faddeev-Popov matrix for the minimal linear covariant gauge on the lattice and present first results for the ghost propagator. We consider Yang-Mills theory in four spacetime dimensions, for SU(2) and SU(3) gauge groups. | |
| Physical Review D |
| v. 98, n. 9, p. 091504-1-091504-6 - Ano: 2018 |
| Fator de Impacto: 4,394 |
| http://dx.doi.org/10.1103/PhysRevD.98.091504 |  @article={002916945,author = {CUCCHIERI, Attilio; DUDAL, David; MENDES, Tereza; OLIVEIRA, Orlando; ROELFS, Martin; SILVA, Paulo J.},title={Faddeev-Popov matrix in linear covariant gauge: first results},journal={Physical Review D},note={v. 98, n. 9, p. 091504-1-091504-6},year={2018}} |