An explicit solution is found for the most general independent correlation functions in lattice QCD(2) with Wilson action. The large-N limit of these correlations may be used to reconstruct the eigenvalue distributions of Wilson loop operators for arbitrary loops. Properties of these spectral densities are discussed in the region beta < beta(2) = 1/2.
MASTER WILSON LOOP OPERATORS IN LARGE-N LATTICE QCD(2)
ROSSI, PAOLO;VICARI, ETTORE
1995-01-01
Abstract
An explicit solution is found for the most general independent correlation functions in lattice QCD(2) with Wilson action. The large-N limit of these correlations may be used to reconstruct the eigenvalue distributions of Wilson loop operators for arbitrary loops. Properties of these spectral densities are discussed in the region beta < beta(2) = 1/2.File in questo prodotto:
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