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Construction of saturated quasi-minimal structure
Journal of Symbolic Logic 69 (1):9-22 (2004)
Abstract
The notion of quasi-minimal structures was defined by B. Zil'ber as a natural generalization of minimal structures. Inspired by his work, we study here basic model theoretic properties of quasiminimal structures. Main result is the construction of ω-saturated quasi-minimal models under ω-stability assumptionLinks
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Citations of this work
Quasiminimal abstract elementary classes.Sebastien Vasey - 2018 - Archive for Mathematical Logic 57 (3-4):299-315.
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