Completely decomposable abelian groups \(\aleph_ 0\)-categorical over a subgroup (Q1204113)
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scientific article; zbMATH DE number 126092
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Completely decomposable abelian groups \(\aleph_ 0\)-categorical over a subgroup |
scientific article; zbMATH DE number 126092 |
Statements
Completely decomposable abelian groups \(\aleph_ 0\)-categorical over a subgroup (English)
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1 September 1993
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Let \(L\) be the usual language of abelian groups and \(L(P)\) be an expansion of it by a unary predicate \(P(x)\). We will consider \(L(P)\)-structures which are abelian groups such that the set of realisations of \(P(x)\) are subgroups.
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aleph-zero-categoricity
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abelian groups
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set of realisations
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subgroups
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