Van Douwen’s diagram for dense sets of rationals

Jörg Brendle

Type: Article

Publication Date: 2006-07-12

Citations: 16

DOI: https://doi.org/10.1016/j.apal.2005.07.003

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Locations

Annals of Pure and Applied Logic - View

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Works That Cite This (16)

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+	Models of some cardinal invariants with large continuum	2013	Diego A. Mejía
+	Cardinal invariants associated with Fubini product of ideals	2010	Jianyong Hong Shuguo Zhang
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+ PDF Chat	Subgroups of $$SF(\omega )$$ S F ( ω ) and the relation of almost containedness	2016	Barbara Majcher‐Iwanow
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Works Cited by This (27)

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+	Applications of superperfect forcing and its relatives	1989	Andreas Blass
+	Are a and d your cup of tea	2000	Saharon Shelah
+	Proper and Improper Forcing	1998	Saharon Shelah
+	Ultrafilters on <i>ω</i>	1995	James E. Baumgartner
+	Descriptive set theory and definable forcing	2004	Jindřich Zapletal
+	Adjoining dominating functions	1985	James E. Baumgartner Peter Lars Dordal
+	Set Theory An Introduction to Independence Proofs	1980	Kenneth Kunen
+ PDF Chat	ISOLATING CARDINAL INVARIANTS	2003	Jindřich Zapletal
+ PDF Chat	Dualization of the van Douwen diagram	2000	Jacek Cichoń Adam Krawczyk Barbara Majcher‐Iwanow B. Węgłorz
+ PDF Chat	On the covering and the additivity number of the real line	1995	Kyriakos Keremedis