The choice property in tame expansions of o‐minimal structures

Mathematical Logic Quarterly 66 (2):239-246 (2020)
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Abstract

We establish the choice property, a weak analogue of definable choice, for certain tame expansions of o‐minimal structures. Most noteworthily, this property holds for dense pairs of real closed fields, as well as for expansions of o‐minimal structures by a dense independent set.

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