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Publications > Preprint server > Preprint Number 1793
Preprint Number 1793
1793. Erik Walsberg A P-adic structure which does not interpret an infinite field but whose Shelah completion does E-mail: Submission date: 30 May 2020 Abstract: We give a p-adic example of a structure whose Shelah completion interprets ℚ_p but which does not (provided an extremely plausible conjecture holds) interpret an infinite field. In the final section we discuss the significance of such examples for a possible future geometric theory of NIP structures. Mathematics Subject Classification: Keywords and phrases: |
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