“…In this method, the average ratio of the observed mass to light of the largest possible systems is used; assuming it is a fair sample, it can then be multiplied by the total luminosity density of the universe to yield the universal mass density. When the method is applied to rich clusters of galaxies -the largest virilized systems for which a mass has been reliably determined -the total mass density of the universe adds up to only Ω ≃ 0.2 (where Ω is the mass density in units of the critical density) (Zwicky 1957, Abell 1965, Ostriker, Peebles & Yahil 1974, Bahcall 1977, Faber & Gallagher 1979, Trimble 1987, Peebles 1993, Bahcall, Lubin & Dorman 1995, Carlberg et al 1996, 1997, and references therein). A fundamental assumption in this determination, however, is that the mass-to-light ratio (M/L) of clusters is a fair representation of the universal value.…”