Book contents
- Frontmatter
- Dedication
- Contents
- Introduction
- Notation
- Content by Subject
- Annotated Content
- I Forcing, Basic Facts
- II Iteration of Forcing
- III Proper Forcing
- IV On Oracle-c.c.,the Lifting Problem of the Measure Algebra, and /finite Has No Non-trivial Automorphism
- V -Properness and Not Adding Reals
- VI Preservation of Additional Properties, and Applications
- VII Axioms and Their Application
- VIII K-pic and Not Adding Reals
- IX Souslin Hypothesis Does Not Imply “Every Aronszajn Tree Is Special”
- X On Semi-Proper Forcing
- XI Changing Cofinalities; Equi-Consistency Results
- XII Improper Forcing
- XIII Large Ideals on
- XIV Iterated Forcing with Uncountable Support
- XV A More General Iterable Condition Ensuring N1 Is Not Collapsed
- XVI Large Ideals on Hi from Smaller Cardinals
- XVII Forcing Axioms
- XVIII More on Proper Forcing
- Appendix On Weak Diamonds and the Power of Ext
- References
- More References
XVIII - More on Proper Forcing
Published online by Cambridge University Press: 06 April 2017
Book contents
- Frontmatter
- Dedication
- Contents
- Introduction
- Notation
- Content by Subject
- Annotated Content
- I Forcing, Basic Facts
- II Iteration of Forcing
- III Proper Forcing
- IV On Oracle-c.c.,the Lifting Problem of the Measure Algebra, and /finite Has No Non-trivial Automorphism
- V -Properness and Not Adding Reals
- VI Preservation of Additional Properties, and Applications
- VII Axioms and Their Application
- VIII K-pic and Not Adding Reals
- IX Souslin Hypothesis Does Not Imply “Every Aronszajn Tree Is Special”
- X On Semi-Proper Forcing
- XI Changing Cofinalities; Equi-Consistency Results
- XII Improper Forcing
- XIII Large Ideals on
- XIV Iterated Forcing with Uncountable Support
- XV A More General Iterable Condition Ensuring N1 Is Not Collapsed
- XVI Large Ideals on Hi from Smaller Cardinals
- XVII Forcing Axioms
- XVIII More on Proper Forcing
- Appendix On Weak Diamonds and the Power of Ext
- References
- More References
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- Proper and Improper Forcing , pp. 854 - 939Publisher: Cambridge University PressPrint publication year: 2017