Provability, Computability and Reflection

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Elsevier, 01.04.2000 - 463 Seiten
Provability, Computability and Reflection
 

Inhalt

Chapter 0 Preliminaries
1
Chapter 1 The Basic Notions of Infinitary Languages
59
Chapter 2 Some Results From The Model Theory of Lωω And Lω1ω
102
Chapter 3 General Results
158
Chapter 4 Infinitary Languages With Finite Quantifiers
230
Chapter 5 Languages with Infinite Quantifiers
282
Appendix A Induction For WellFounded Relations and The ShepherdsonMostowski Theorem
403
Appendix Ban Lω1ω1 Formula With no Prenex Form
407
Appendix C Axiomatizability Completeness and Definability Results
417
Appendix D Results on The Constructible Universe
431
Appendix E Realvalued Measurable Cardinals and the Tree Property
435
References
438
Index
445
List of Symbols
457
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