Description |
1 online resource (vi, 934 pages). |
Physical Medium |
polychrome |
Description |
text file |
Series |
De Gruyter series in logic and its applications,
1438-1893 ;
1
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De Gruyter series in logic and its applications ; 1.
1438-1893
|
Bibliography |
Includes bibliographical references (pages 927-929) and index. |
Contents |
""1 Introduction ""; ""1.1 The Nonstationary Ideal On Ï?1 ""; ""1.2 The Partial Order â??max ""; ""1.3 â??max Variations ""; ""1.4 Extensions Of Inner Models Beyond L (â??) ""; ""1.5 Concluding Remarks ""; ""2 Preliminaries ""; ""2.1 Weakly Homogeneous Trees And Scales ""; ""2.2 Generic Absoluteness ""; ""2.3 The Stationary Tower ""; ""2.4 Forcing Axioms ""; ""2.5 Reflection Principles ""; ""2.6 Generic Ideals ""; ""3 The Nonstationary Ideal ""; ""3.1 The Nonstationary Ideal And Î?Ì°12 ""; ""3.2 The Nonstationary Ideal And Ch ""; ""4 The â??max-Extension ""; ""4.1 Iterable Structures "" |
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""4.2 The Partial Order â??max """"5 Applications ""; ""5.1 The Sentence Ï?ac ""; ""5.2 Martinâ€?S Maximum, Ï?ac And â??Ï?(Ï?2) ""; ""5.3 The Sentence Ï?ac ""; ""5.4 The Stationary Tower And â??max ""; ""5.5 â??*Max ""; ""5.6 â??0Max ""; ""5.7 The Axiom (**) ""; ""5.8 Homogeneity Properties Of P(Ï?1)/Lns ""; ""6 â??max Variations ""; ""6.1 2â??max ""; ""6.2 Variations For Obtaining Ï?1-Dense Ideals ""; ""6.3 Nonregular Ultrafilters On Ï?1 ""; ""7 Conditional Variations ""; ""7.1 Suslin Trees ""; ""7.2 The Borel Conjecture ""; ""8 â?£ Principles For Ï?1 ""; ""8.1 Condensation Principles "" |
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""8.2 â??â?£Nsmax """"8.3 The Principles, â?£+Ns And â?£++Ns ""; ""9 Extensions Of L(Î?, â??) ""; ""9.1 Ad+ ""; ""9.2 The â??max-Extension Of L(Î?, â??) ""; ""9.3 The â?šmax-Extension Of L(Î?, â??) ""; ""9.4 Changâ€?S Conjecture ""; ""9.5 Weak And Strong Reflection Principles ""; ""9.6 Strong Changâ€?S Conjecture ""; ""9.7 Ideals On Ï?2 ""; ""10 Further Results ""; ""10.1 Forcing Notions And Large Cardinals ""; ""10.2 Coding Into L(P(Ï?1)) ""; ""10.3 Bounded Forms Of Martinâ€?S Maximum ""; ""10.4 Ω-Logic ""; ""10.5 Ω-Logic And The Continuum Hypothesis ""; ""10.6 The Axiom (*)+ "" |
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""10.7 The Effective Singular Cardinals Hypothesis """"11 Questions ""; ""Bibliography ""; ""Index "" |
Local Note |
eBooks on EBSCOhost EBSCO eBook Subscription Academic Collection - North America |
Subject |
Forcing (Model theory)
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Forcing (Model theory) |
Genre/Form |
Electronic books.
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Electronic books.
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Other Form: |
Print version: Woodin, W.H. (W. Hugh). Axiom of determinacy, forcing axioms, and the nonstationary ideal 311015708X (DLC) 99023307 (OCoLC)41142955 |
ISBN |
9783110804737 (electronic book) |
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3110804735 (electronic book) |
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311015708X |
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9783110157086 |
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