Let G denote a finite abelian group with identity 1 and let S denote an inverse-closed subset of G@?{1}, which generates G and for which there exists s@?S, such that  G. In this paper we obtain the complete classification of distance-regular Cayley graphs Cay(G;S) for such pairs of G and S.
['Štefko Miklavič', 'Primoz Sparl']
On distance-regular Cayley graphs on abelian groups