Titlebook: Set Theory; Thomas Jech Book 19972nd edition Springer-Verlag Berlin Heidelberg 1997 Cardinal number.Mengenlehre.cardinals.combinatorics.fo

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Transitive Models of Set TheoryLet . be a binary relation over a class .. We call ? = (.)* a . (of the language of set theory), and define, for every formula . (..,..., ..),

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Some Applications of ForcingThe real line is, up to isomorphism, the unique linearly ordered set that is dense, unbounded, complete, and separable. In 1920 Suslin raised the question as to whether “ separable “ can be replaced by a weaker condition: Each collection of disjoint open intervals is at most countable (the ., c.c.c).

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https://doi.org/10.1007/978-3-662-22400-7Cardinal number; Mengenlehre; cardinals; combinatorics; forcing; grosse Kardinalzahlen; large cardinals; ma

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0172-6641 1 9. The Axiom of Regularity 70 Appendix: Bernays-Godel Axiomatic Set Theory 76 Chapter 2 TRANSITIVE MODELS OF SET THEORY 10. Models of Set Theory 78 II. Transitive Models of ZF 87 12. Constructible Sets 99 13. Consistency of the Axiom of Choice and the Generalized Continuum Hypothesis 108 14. The In Hierarch978-3-662-22400-7Series ISSN 0172-6641

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effeminacy could not have been associated with male homosexuality in the seventeenth century. Jonathan Goldberg, for example, wrote that ‘effeminacy was more easily associated with, and was a charge more often made about, men who displayed excessive attention to women than taken as an indication of