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Microscopic spectral density in random matrix models for chiral and diquark condensation
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Microscopic spectral density in random matrix models for chiral and diquark condensation
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We examine random matrix models of QCD which are capable of supporting both chiral and diquark condensation. A numerical study of the spectral densities near zero virtuality shows that the introduction of color in the interactions does not alter the one-body results imposed by chiral symmetry. A model with three colors has the spectral density predicted for the chiral ensemble with a Dyson index beta = 2; a pseudoreal model with two colors exhibits the spectral density of the chiral ensemble with beta = 1.
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Cited by 1 Pith paper
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