High and Low Homogeneity
-
Published:2021-02
Issue:1
Volume:31
Page:13-26
-
ISSN:1055-1344
-
Container-title:Siberian Advances in Mathematics
-
language:en
-
Short-container-title:Sib. Adv. Math.
Author:
Kudaĭbergenov K. Zh.
Publisher
Pleiades Publishing Ltd
Subject
General Mathematics
Reference17 articles.
1. J. T. Baldwin and A. H. Lachlan, “On strongly minimal sets,” J. Symbolic
Logic 36, 79 (1971).
2. R. Grossberg and O. Lessmann, “Shelah’s stability spectrum and
homogeneity spectrum in finite diagrams,” Arch. Math. Logic 41, 1 (2002).
3. E. Hrushovski, “Unidimensional theories are superstable,” Ann. Pure Appl.
Logic 50, 117 (1990).
4. H. J. Keisler and M. D. Morley, “On the number of homogeneous models of
a given power,” Israel J. Math. 5, 73
(1967).
5. K. Zh. Kudaĭbergenov, “On homogeneous models of totally
transcendental nonmultidimensional theories,” Algebra i logika 30, 48 (1991) [Algebra and Logic 30, 32 (1991)].