Stable theories and representation over sets
classification
🧮 math.LO
keywords
theoriesclasspropertyrepresentationsetsstableconstructibilityenable
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In this paper we explore the representation property over sets. This property generalizes constructibility, however is weak enough to enable us to prove that the class of theories $T$ whose models are representable is exactly the class of stable theories. Stronger results are given for omega-stable.
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