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- catalog contributor b13009482.
- catalog created "c2003.".
- catalog date "2003".
- catalog date "c2003.".
- catalog dateCopyrighted "c2003.".
- catalog description "Ch. 1. Beginnings -- 1. Inaccessibility -- 2. Measurability -- 3. Constructibility -- 4. Compactness -- 5. Elementary Embeddings -- 6. Indescribability -- Ch. 2. Partition Properties -- 7. Partitions and Trees -- 8. Partitions and Structures -- 9. Indiscernibles and 0[superscript #] -- Ch. 3. Forcing and Sets of Reals -- 10. Development of Forcing -- 11. Lebesgue Measurability -- 12. Descriptive Set Theory -- 13. [Pi][subscript 1][superscript 1] Sets and [Sigma][subscript 2][superscript 1] Sets -- 14. [Sigma][subscript 2][superscript 1] Sets and Sharps -- 15. Sharps and [Sigma][subscript 3][superscript 1] Sets -- Ch. 4. Aspects of Measurability -- 16. Saturated Ideals I -- 17. Saturated Ideals II -- 18. Prikry Forcing -- 19. Iterated Ultrapowers -- 20. Inner Models of Measurability -- 21. Embeddings, 0[superscript #], and 0[actual symbol not reproducible] -- Ch. 5. Strong Hypotheses -- 22. Supercompactness -- 23. Extendibility to Inconsistency -- 24. The Strongest Hypotheses -- 25. Combinatorics of [actual symbol not reproducible] -- 26. Extenders -- Ch. 6. Determinacy -- 27. Infinite Games -- 28. AD and Combinatorics -- 29. Prewellorderings -- 30. Scales and Projective Ordinals -- 31. Det([alpha]-[Pi][subscript 1][superscript 1]) -- 32. Consistency of AD -- Chart of Cardinals.".
- catalog description "Includes bibliographical references (p. [483]-530) and indexes.".
- catalog extent "xxii, 536 p. :".
- catalog identifier "3540003843 (acid-free paper)".
- catalog isPartOf "Springer monographs in mathematics, 1439-7382".
- catalog issued "2003".
- catalog issued "c2003.".
- catalog language "eng".
- catalog publisher "Berlin ; New York : Springer,".
- catalog subject "511.3/22 21".
- catalog subject "Large cardinals (Mathematics)".
- catalog subject "QA248 .K347 2003".
- catalog tableOfContents "Ch. 1. Beginnings -- 1. Inaccessibility -- 2. Measurability -- 3. Constructibility -- 4. Compactness -- 5. Elementary Embeddings -- 6. Indescribability -- Ch. 2. Partition Properties -- 7. Partitions and Trees -- 8. Partitions and Structures -- 9. Indiscernibles and 0[superscript #] -- Ch. 3. Forcing and Sets of Reals -- 10. Development of Forcing -- 11. Lebesgue Measurability -- 12. Descriptive Set Theory -- 13. [Pi][subscript 1][superscript 1] Sets and [Sigma][subscript 2][superscript 1] Sets -- 14. [Sigma][subscript 2][superscript 1] Sets and Sharps -- 15. Sharps and [Sigma][subscript 3][superscript 1] Sets -- Ch. 4. Aspects of Measurability -- 16. Saturated Ideals I -- 17. Saturated Ideals II -- 18. Prikry Forcing -- 19. Iterated Ultrapowers -- 20. Inner Models of Measurability -- 21. Embeddings, 0[superscript #], and 0[actual symbol not reproducible] -- Ch. 5. Strong Hypotheses -- 22. Supercompactness -- 23. Extendibility to Inconsistency -- 24. The Strongest Hypotheses -- 25. Combinatorics of [actual symbol not reproducible] -- 26. Extenders -- Ch. 6. Determinacy -- 27. Infinite Games -- 28. AD and Combinatorics -- 29. Prewellorderings -- 30. Scales and Projective Ordinals -- 31. Det([alpha]-[Pi][subscript 1][superscript 1]) -- 32. Consistency of AD -- Chart of Cardinals.".
- catalog title "The higher infinite : large cardinals in set theory from their beginnings / Akihiro Kanamori.".
- catalog type "text".