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We consider the secular behavior of shell-model configuration (partial)densities. When configuration densities are characterized by their moments, oneoften finds large third moments, which can make suitable parameterization ofthe secular behavior problematic. We review several parameterizations ormodels, and consider in depth three specific models: Cornish-Fisher, binomial,and modified Breit-Wigner distributions. Of these three the modifiedBreit-Wigner provides the best secular approximation to exact numericalconfiguration densities computed via full diagonalization from realisticinteractions.Comment: 8 pages, 3 figure

Simple models for shell-model configuration densities