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VOLUME 31 (1980) | ISSUE 7 | PAGE 421
Elimination of divergences in the integral formulation of the Yang-Mills theory
It is shown that in the four-dimensional Yang-Mills theory the divergences in the expression z{ Ρ exp{gSrA/idxfX}) for a smooth non-self-intersecting contour Γ can be eliminated by renormalizing the coupling constant g and the factor z. Anomalies arise in the three-dimensional case.