Non-Abelian anomalies on a curved space with torsion

Details Non-Abelian anomalies on a curved space with torsion Non-Abelian anomalies on a curved space with torsion

May 1989

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1989phrvd..39.2987c&link_type=abstract

Physical Review D (Particles and Fields), Volume 39, Issue 10, 15 May 1989, pp.2987-2992

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Theory Of Quantized Fields, Other Topics In General Relativity And Gravitation, Other Nonperturbative Techniques

Scientific paper

Using path-integral methods and ζ-function regularization a nonperturbative derivation of non-Abelian-covariant and consistent anomalies on a curved space with torsion is given. All terms depending on torsion, that one has in the expression of the consistent anomaly, can be eliminated by adding suitable counterterms to the Lagrangian density. In this way, the well-known result of Bardeen is recovered. The so-called ``covariant anomaly'' will be discussed too.

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