Abstract
AbstractWe prove that a Kueker theory with infinite dcl(∅) does not have the strict order property and that strongly minimal types are dense: any non-algebraic formula is contained in a strongly minimal type.
Publisher
Cambridge University Press (CUP)
Reference12 articles.
1. Types directed by constants
2. Minimal first-order structures
3. m-normal theories
4. ℳ-rank and meager types
5. Generic stability, regularity, and quasiminimality;Pillay;Models, logics and higher-dimensional categories, a tribute to the work of Mihály Makkai,2011
Cited by
1 articles.
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