An Irreducible Form for the Asymptotic Expansion Coefficients of the Heat Kernel of Fermions

Details An Irreducible Form for the Asymptotic Expansion Coefficients of the Heat Kernel of Fermions An Irreducible Form for the Asymptotic Expansion Coefficients of the Heat Kernel of Fermions

Sep 2008

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2008mgm..conf.2653y&link_type=abstract

"THE ELEVENTH MARCEL GROSSMANN MEETING On Recent Developments in Theoretical and Experimental General Relativity, Gravitation an

Computer Science

Scientific paper

We consider the asymptotic coefficients of the heat kernel for a fermion of spin (1)/(2) interacting with all types of non-abelian boson fields, i.e. totally antisymmetric tensor fields, in even dimensional Riemannian space. The coefficients are decomposed by irreducible matrices which are the totally antisymmetric product of the γ-matrices. The form of the coefficients given in our method is useful to evaluate some fermionic anomalies.

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