Fefferman C., Seco L. A. The Density in a Three-Dimensional Radial Potential (182K, AMSTeX) ABSTRACT. We obtain a sharp semiclassical expansion for the density of a Schr\"odinger operator in $R^3$ with a radial potential with a Coulomb--type singularity. This is part 6 in the saga of 7 papers devoted to the proof of the $Z^{5/3}$-term in the atomic energy asymptotics. All other 6 papers are also stored in this repository, and have index numbers 93-269, 93-270, 93-272, 93-306, 93-309, 93-310.