The Relationship of the Laplacian gauge to the Landau gauge
Nov, 20013 pages
Part of Lattice field theory. Proceedings, 19th International Symposium, Lattice 2001, Berlin, Germany, August 19-24, 2001, 998-1000
Published in:
- Nucl.Phys.B Proc.Suppl. 106 (2002) 998-1000
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- hep-lat/0111019 [hep-lat]
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Abstract:
The Laplacian gauge for gauge group SU(N) is discussed in perturbation theory. It is shown that to the lowest non-trivial order, O(g^1), configurations in the Laplacian gauge automatically satisfy the (finite difference) Landau gauge condition. Laplacian gauge fixed configurations are examined numerically and it is seen that to O(g^2) they do not remain in the Landau gauge.- talk: Berlin 2001/08/19
- lattice field theory
- gauge field theory: SU(N)
- Landau gauge
- gauge: Laplace
- perturbation theory
- gauge fixing: nonperturbative
- numerical calculations: Monte Carlo
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