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Action principles, restoration of BRS symmetry and the renormalization group equation for chiral non-Abelian gauge theories in dimensional renormalization with a non-anticommuting
γ
5
\gamma_5
γ
5
Authors
't Hooft
't Hooft
+43 more
't Hooft
Akyeampong
Akyeampong
Akyeampong
Alvarez-Gaumé
Ashmore
Bardeen
Barroso
Bollini
Bonneau
Bonneau
Bonneau
Bonneau
Bonneau
Bos
Brandt
Breitenlohner
Breitenlohner
Breitenlohner
C.P. Martı́n
Campbell
Chanowitz
Collins
D. Sánchez-Ruiz
Ferrari
Ford
Ford
Gottlieb
Jack
Jack
Kazakov
Kniehl
Kreimer
Körner
Leibbrandt
Machacek
Machacek
Osborn
Ovrut
Piguet
Tachkov
Van Ritbergen
Wilson
Publication date
11 May 1999
Publisher
'Elsevier BV'
Doi
View
on
arXiv
Abstract
The one-loop renormalization of a general chiral gauge theory without scalar and Majorana fields is fully worked out within Breitenlohner and Maison dimensional renormalization scheme. The coefficients of the anomalous terms introduced in the Slavnov-Taylor equations by the minimal subtraction algorithm are calculated and the asymmetric counterterms needed to restore the BRS symmetry, if the anomaly cancellation conditions are met, are computed. The renormalization group equation and its coefficients are worked out in the anomaly free case. The computations draw heavily from the existence of action principles and BRS cohomology theory.Comment: 86 pages, 14 figures, one table, plane te
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Last time updated on 02/01/2020