Department of Mathematics, Wesleyan University, Middletown, Connecticut 06459
Abstract:
We prove that every fully invariant subgroup of a -local Warfield abelian group is the direct sum of a Warfield group and an -group. This solves a problem posed some time ago by R. B. Warfield, and finalizes recent work of M. Lane concerning the fully invariant subgroups of balanced projective groups.