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Saturday, June 6, 2015. The fourth post of this series is devoted to an important concept of model theory, that of elimination of imaginaries.
This started as an answer. This version has been lightly edited and expanded. Also posted at my blog.
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Map of dividing lines in classification theoryPARSED CONTENT
The web page states the following, "Is countable for all models M." We saw that the web page also said " Given an infinite cardinal κ, a theory is κ-stable." It also said " Of size at most κ. If there is some cardinal λ such that T. Is κ-stable for all κ λ. In the definition, λ can be made equal to 2. Given an infinite cardinal κ, a theory is κ-stable. Of size at most κ. If it is κ-stable for some infinite κ. If no formula has the order property."SEEK SUBSEQUENT WEB PAGES
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