Maximality of the countable spectrum in small quite o-minimal theories (Q2011362)
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scientific article; zbMATH DE number 7140977
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Maximality of the countable spectrum in small quite o-minimal theories |
scientific article; zbMATH DE number 7140977 |
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Maximality of the countable spectrum in small quite o-minimal theories (English)
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6 December 2019
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The author gives a criterion for a small binary quite o-minimal theory of finite convexity rank to have \(2^{\omega}\) (non-isomorphic) countable models. Some of the tools are: \((p,q)\)-splitting formulas and equivalence generating \(p\)-stable convex to the right (left, respectively) formulas.
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weak o-minimality
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quite o-minimality
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countable spectrum
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convexity rank
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0.8903836
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0.8883854
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0.8773521
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0.8751346
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0.8738636
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0.86337745
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0.8574532
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0.85644597
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0.8544885
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