The simple modules of the ore extensions with coefficients from a dedekind ring

Abstract

Let D be a commutative Dedekind domain, D, and let δ be a σ-derivation of D, i.e. be an Ore extension, i.e. a ring generated by D and X subject to the relations: . The aim of the paper is to classify the simple A- modules (up to irreducible elements of certain Euclidean rings).

^*The author supported by an INTAS grant, research fellow at the University of Antwerp, U.I.A.

^*The author supported by an INTAS grant, research fellow at the University of Antwerp, U.I.A.

Notes

^*The author supported by an INTAS grant, research fellow at the University of Antwerp, U.I.A.