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Linearly ordered theories which are nearly countably categorical

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The notions of almost ω-categoricity and 1-local ω-categoricity are studied. In particular, necessary and sufficient conditions for their equivalence under additional assumptions are found. It is proved that 1-local ω-categorical… Click to show full abstract

The notions of almost ω-categoricity and 1-local ω-categoricity are studied. In particular, necessary and sufficient conditions for their equivalence under additional assumptions are found. It is proved that 1-local ω-categorical theories on dense linear orders are Ehrenfeucht and that Ehrenfeucht quite o-minimal binary theories are almost ω-categorical.

Keywords: nearly countably; ordered theories; linearly ordered; countably categorical; theories nearly

Journal Title: Mathematical Notes
Year Published: 2017

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