Heat-kernel expansion and counterterms of the Faddeev-Popov determinant
  in Coulomb and Landau gauge

A. Maas; A. Sternbeck; A.P. Szczepaniak; C. Feuchter; C. Feuchter; C.S. Fischer; D. Binosi; D. Ebert; D. Epple; D. Zwanziger; D. Zwanziger; Davide R. Campagnari; H. Reinhardt; H. Reinhardt; Hugo Reinhardt; P. Watson; P.B. Gilkey; Y. Nakagawa

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Heat-kernel expansion and counterterms of the Faddeev-Popov determinant in Coulomb and Landau gauge

Authors: A. Maas
A. Sternbeck
A.P. Szczepaniak
C. Feuchter
C. Feuchter
C.S. Fischer
D. Binosi
D. Ebert
D. Epple
D. Zwanziger
D. Zwanziger
Davide R. Campagnari
H. Reinhardt
H. Reinhardt
Hugo Reinhardt
P. Watson
P.B. Gilkey
Y. Nakagawa
Publication date: 29 January 2010
Publisher: 'Springer Science and Business Media LLC'
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Abstract

The Faddeev-Popov determinant of Landau gauge in d dimensions and Coulomb gauge in d+1 dimensions is calculated in the heat-kernel expansion up to next-to-leading order. The UV-divergent parts in d=3,4 are isolated and the counterterms required for a non-perturbative treatment of the Faddeev-Popov determinant are determined.Comment: 7 page

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