Agata Caserta, Giuseppe Di Maio, Ljubisa D. R. Kocinac
Published 2010-10-16Version 1
We study some closure-type properties of function spaces endowed with the new topology of strong uniform convergence on a bornology introduced by Beer and Levy in 2009. The study of these function spaces was initiated in [2] and [3]. The properties we study are related to selection principles.
Bornologies and filters in selection principles on function spaces
Selection principles in function spaces with the compact-open topology
Selectors for dense subsets of function spaces
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