Small theories of Boolean ordered o-minimal structures
Journal of Symbolic Logic 67 (4):1385-1390 (2002)
| Abstract | We investigate small theories of Boolean ordered o-minimal structures. We prove that such theories are $\aleph_{0}-categorical$ . We give a complete characterization of their models up to bi-interpretability of the language. We investigate types over finite sets, formulas and the notions of definable and algebraic closure | |||||||||
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