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Dp-minimal expansions of discrete ordered abelian groups
[article]
2020
arXiv
pre-print
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If Z is a dp-minimal expansion of a discrete ordered abelian group (Z,<,+) and Z does not admit a nontrivial definable convex subgroup then Z is interdefinable with (Z,<,+) and (Z,<,+) is elementarily equivalent to (Z,<,+).
arXiv:1903.06222v2
fatcat:d53yih5fpndwhjnmk6pkr4n5wq