Hereditary $\kappa $-separability and the hereditary $\kappa $-Lindelöf property in function spaces

Roy A. Johnson; Eliza Wajch; Władysław Wilczyński

Displaying similar documents to “Hereditary $κ$ -separability and the hereditary $κ$ -Lindelöf property in function spaces”

Locally compact linearly Lindelöf spaces

Kenneth Kunen (2002)

Commentationes Mathematicae Universitatis Carolinae

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There is a locally compact Hausdorff space which is linearly Lindelöf and not Lindelöf. This answers a question of Arhangel'skii and Buzyakova.

Strong pseudocompact properties

Salvador García-Ferreira, Y. F. Ortiz-Castillo (2014)

Commentationes Mathematicae Universitatis Carolinae

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For a free ultrafilter $p$ on $ℕ$ , the concepts of strong pseudocompactness, strong $p$ -pseudocompactness and pseudo- $ω$ -boundedness were introduced in [Angoa J., Ortiz-Castillo Y.F., Tamariz-Mascarúa A., Ultrafilters and properties related to compactness, Topology Proc. 43 (2014), 183–200] and [García-Ferreira S., Ortiz-Castillo Y.F., Strong pseudocompact properties of certain subspaces of $ℕ^{*}$ , submitted]. These properties in a space $X$ characterize the pseudocompactness of the hyperspace $𝒦 (X)$ of compact...

Mean value theorems for divided differences and approximate Peano derivatives

Satya Narayan Mukhopadhyay, S. Ray (2009)

Mathematica Bohemica

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Several mean value theorems for higher order divided differences and approximate Peano derivatives are proved.

Displaying similar documents to “Hereditary κ -separability and the hereditary κ -Lindelöf property in function spaces”

Locally compact linearly Lindelöf spaces

Strong pseudocompact properties

Mean value theorems for divided differences and approximate Peano derivatives

Displaying similar documents to “Hereditary $κ$ -separability and the hereditary $κ$ -Lindelöf property in function spaces”