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Heights of Models of ZFC and the Existence of End Elementary Extensions

By Andres Villaveces
The existence of End Elementary Extensions of models M of ZFC is related to the ordinal height of M, according to classical results due to Keisler, Morley and Silver. In this paper, we further investigate the connection between the height of M and the existence of End Elementary Extensions of... Show more
November 13, 1996
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Heights of Models of $ZFC$ and the Existence of End Elementary Extensions
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