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Type: Article
The existence of a connected meager in itself CDH space in independent of ZFC
Abstract:
We show that the existence of a countable dense homogeneous metric space which is connected and meager in itself is independent of ZFC.
We show that the existence of a countable dense homogeneous metric space which is connected and meager in itself is independent of ZFC.
Keywords: Descriptive set theory (topological aspects); Descriptive set theory (logic); Complete metric spaces
MSC: 54H05; 03E15; 54E50
Journal: Proceedings of the American Mathematical Society
ISSN: 1088.6826
Year: 2018
Volume: 146
Number: 6
Pages: 2689-2695
Zbl Number: 06852854
Revision: 1
DOI: 10.1090/proc/13434
Created: 2018-04-02 12:00:10
Modified: 2018-04-02 12:04:33
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