Publications
Article · Siberian Mathematical Journal · March 1, 2018
Preservation of ω-Categoricity In Expanding The Models of Weakly o-Minimal Theories
S. S. Baĭzhanov, B. Sh. Kulpeshov
Abstract
Studying the model-theoretic properties that are preserved under expansion of the models of countably categorical weakly o -minimal theories of finite convexity rank with convex unary predicates, we show that countable categoricity and convexity rank are among these properties.
Advanced Topology and Set TheoryRings, Modules, and AlgebrasLimits and Structures in Graph Theorymodel extensiono-minimal theories
More by Beibut Kulpeshov
- Strongly Minimal Partial Orderings Having an Infinite Non-trivial WidthLobachevskii Journal of Mathematics · 2026
- Pseudo-Uncountably-Categorical Structures and TheoriesLobachevskii Journal of Mathematics · 2026
- Algebras of Binary Formulas for Weakly Circularly Minimal Theories with Trivial Definable Closure: Monotonic-to-right CaseThe Bulletin of Irkutsk State University Series Mathematics · 2026
- E -combinations and closures of quite o-minimal theories2025