L. Soukup

collaborators

2 papers

math.GN2025

Some new results on $I^$ -spaces

I. JuhÃ¡sz, J. van Mill, L. Soukup +1

A topological space $X$ is a $I^$ -space (or $X \in I^$ ) if for any decreasing sequence ${A_{n} : n < I ¨ }$ of subsets of $X$ with empty intersection there is a (decreasing) sequence…

math.GN2024

Pseudocompact versus countably compact in first countable spaces

IstvÃ¡n JuhÃ¡sz, Ljos Soukup, ZoltÃ¡n SzentmiklÃ³ssy

The primary objective of this work is to construct spaces that are "pseudocompact but not countably compact," abbreviated as PNC, while endowing them with additional properties. Fi…

Some new results on I^-spaces

Pseudocompact versus countably compact in first countable spaces

Some new results on $I^$ -spaces