A transient local perturbation gives rise to infrared edge singulariti
es. These singularities are shown to disappear if the scatterer is fre
e to diffuse to infinity, as long as the dimension exceeds 1. When d =
1, or in the presence of localization when d > 1, the characteristic
exponents are reduced by recoil, by a factor that involves an angular
average over the Fermi surface.