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- Title
Binary Formulas in Countably Categorical Weakly Circularly Minimal Structures.
- Authors
Kulpeshov, B.; Altaeva, A.
- Abstract
Countably categorical weakly circularly minimal structures that are not 1-transitive are studied. We give a characterization of the behavior of binary formulas acting on a set of realizations of a nonalgebraic 1-type, and based on it, we present a complete description of countably categorical non-1-transitive weakly circularly minimal n-convex (n > 1) almost binary theories of convexity rank 1.
- Subjects
BINARY operations; ORDERED algebraic structures; CYCLIC permutations; MULTIPLY transitive groups; CONVEX domains
- Publication
Algebra & Logic, 2016, Vol 55, Issue 3, p226
- ISSN
0002-5232
- Publication type
Article
- DOI
10.1007/s10469-016-9391-8