منابع مشابه
Every Countable Model of Set Theory Embeds into Its Own Constructible Universe
The main theorem of this article is that every countable model of set theory 〈M,∈ 〉, including every well-founded model, is isomorphic to a submodel of its own constructible universe 〈L ,∈ 〉. In other words, there is an embedding j : M → L that is elementary for quantifier-free assertions. It follows from the proof that the countable models of set theory are linearly pre-ordered by embeddabilit...
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ژورنال
عنوان ژورنال: Proceedings of the Musical Association
سال: 1898
ISSN: 0958-8442,2632-7716
DOI: 10.1093/jrma/25.1.27