
AbstractThere are several covering properties of topological spaces which have been successfully characterised by multi-selections of l.s.c. set-valued mappings. The present paper is devoted to a similar problem but now involving sections instead of multi-selections. It deals with compactness-like properties and sections represented by compact subsets of the range. Several applications are also given.
Set-valued mapping, Pseudocompactness, Countable compactness, Section, Lower semi-continuous, Geometry and Topology
Set-valued mapping, Pseudocompactness, Countable compactness, Section, Lower semi-continuous, Geometry and Topology
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