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VAUGHT'S CONJECTURE FOR MODULES OVER A DEDEKIND PRIME RING
Published online by Cambridge University Press: 01 March 1999
Abstract
It is proved that Vaught's conjecture is true for modules over an arbitrary countable Dedekind prime ring. It follows from the structural result that every module with few types over a countable Dedekind prime ring is ω-stable.
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- © The London Mathematical Society 1999
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