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Composition series of modules over Prüfer domains
Authors:Bruce Olberding
Affiliation:Department of Mathematics, Northeast Louisiana University, Monroe, Louisiana 71209
Abstract:
A weakened version of the Jordan-Hölder theorem is shown to hold for torsion-free finite rank modules over an integral domain $R$ precisely when $R$ is a Prüfer domain.

Keywords:Pr"  {u}fer domain, torsion-free module, exterior algebra
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