%0 Journal Article
%A Sklinos, Rizos
%A Palacín Cruz, Daniel
%T On superstable expansions of free Abelian Groups
%D 2018
%@ 0029-4527
%U https://hdl.handle.net/20.500.14352/98556
%X We prove that (Z,+,0) has no proper superstable expansions of finite Lascar rank. Nevertheless, this structure equipped with a predicate defining powers of a given natural number is superstable of Lascar rank ω. Additionally, our methods yield other superstable expansions such as (Z,+,0) equipped with the set of factorial elements.
%~