Handbook of Set Theory, 3 Teile

Handbook of Set Theory, Volume I, Akihiro Kanamori, 0. Introduction Thomas Jech, 1. Stationary Sets Andras Hajnal and Jean Larson, 2. Partition Relations Stevo Todorcevic, 3. Coherent Sequences Greg Hjorth, 4. Borel Equivalence Relations Uri Abraham, 5. Proper Forcing Andreas Blass, 6. Combinatorial Cardinal Characteristics of the Continuum Tomek Bartoszynski, 7. Invariants of Measure and Category Sy Friedman, 8. Constructibility and Class Forcing 48Ralf-Dieter Schindler and Martin Zeman, 9. Fine Structure 52Philip Welch, 10. S* Fine Structure 80Volume II, Patrick Dehornoy, 11. Elementary Embeddings and Algebra James Cummings, 12. Iterated Forcing and Elementary Embeddings Matthew Foreman, 13. Ideals and Generic Elementary Embeddings Uri Abraham and Menachem Magidor, 14. Cardinal Arithmetic Todd Eisworth, 15. Successors of Singular Cardinals Moti Gitik, 16. Prikry-Type Forcings Volume III, William Mitchell, 17. Beginning Inner Model Theory William Mitchell, 18. The Covering Lemma John Steel, 19. An Outline of Inner Model Theory Ernest Schimmerling, 20. A Core Model Tool Box and Guide Steve Jackson, 21. Structural Consequences of AD Itay Neeman, 22. Determinacy in L(R) Peter Koellner and Hugh Woodin, 23. Large Cardinals from Determinacy Paul Larson, 24. Forcing over Models of Determinacy