Model-theoretic properties of semantic pairs and e.f.c.p. in Jonsson spectrum

G. E. Zhumabekova
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引用次数: 0

Abstract

The article is committed to the study of model-theoretic properties of stable hereditary Jonsson theories, wherein we consider Jonsson theories that retain jonssonnes for any permissible enrichment. The paper proves a generalization of stability that relates stability and classical stability for Jonsson spectrum. This paper introduces new concepts such as “existentially finite cover property” and “semantic pair”. The basic properties of e.f.c.p and semantic pairs in the class of stable perfect Jonsson spectrum are studied.
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琼森频谱中语义对的模型理论属性和 e.f.c.p.
文章致力于研究稳定遗传琼森理论的模型理论性质,其中我们考虑的琼森理论在任何允许的富集情况下都保留了琼森性。本文证明了稳定性的广义化,它将琼森谱的稳定性与经典稳定性联系起来。本文引入了 "存在有限盖属性 "和 "语义对 "等新概念。本文研究了稳定的完全琼森谱中的 e.f.c.p 和语义对的基本性质。
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CiteScore
1.20
自引率
50.00%
发文量
50
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