A selective bitopological version of the Reznichenko property in function spaces

Pavlović, V.

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Publication date

May 2009

DOI

10.1016/j.topol.2009.01.010

Publisher

Elsevier SAS.

ISSN

0166-8641

Citation count (estimate)

Abstract

AbstractFor a Tychonoff space X we consider the compact-open and the topology of pointwise convergence on the set of all continuous real-valued functions, define a selective version of the Reznichenko property connecting the two topologies and characterize it dually via a suitable covering property of the space X

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A selective bitopological version of the Reznichenko property in function spaces

Abstract

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A selective bitopological version of the Reznichenko property in function spaces

Abstract

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