MATHEMATICA SCANDINAVICA, cilt.98, sa.1, ss.12-18, 2006 (SCI-Expanded)
It is proved that, for any ring R, a right R-module M has the property that, for every submodule N, either N or M/N is Noetherian if and only if M contains submodules K superset of L such that M/K and L are Noetherian and K/L is almost Noetherian.