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Preprint Number 681
681. Shahram Mohsenipour Models with elementary end extensions I E-mail: Submission date: 25 January 2014. Abstract: Suppose L={<, ... } is any countable first order language in which < is always interpreted as a linear ordering and T is an L-theory such that T has a θ-like model where θ is a strongly inaccessible cardinal. In this technical paper we study the model theory of T and initiate a new line of investigations towards two old open questions in this topic. Mathematics Subject Classification: 03C55, 03C64 Keywords and phrases: Elementary End Extension, Inaccessible-like Models |
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