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Type: Article
Characterizing Corson and Valdivia compact spaces
Abstract:
We give a new characterization of Valdivia compact spaces: A compact space is Valdivia if and only if it has a dense commutatively monotonically retractable subspace. This result solves Problem 5.12 from [6]. Besides, we introduce the notion of full c-skeleton and prove that a compact space is Corson if and only if it has a full c-skeleton
We give a new characterization of Valdivia compact spaces: A compact space is Valdivia if and only if it has a dense commutatively monotonically retractable subspace. This result solves Problem 5.12 from [6]. Besides, we introduce the notion of full c-skeleton and prove that a compact space is Corson if and only if it has a full c-skeleton
MSC: 54D35 (46B50)
Journal: Journal of Mathematical Analysis and Applications
ISSN: 022247X
Year: 2017
Volume: 451
Number: 2
Pages: 1154-1164



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