I. Juhász

activity

19982022

most citedD-forced spaces: a new approach to resolvability

3 citations · 9 across the 17 of their papers we have counts for

collaborators

Showing 2016Show all

2 papers · 1 filter

math.GN2016★ 2 cited

Weakly linearly Lindelöf monotonically normal spaces are Lindelöf

I. Juhász, V. V. Tkachuk, R. G. Wilson

We call a space $X$ {\it weakly linearly Lindelöf} if for any family $U$ of non-empty open subsets of $X$ of regular uncountable cardinality $κ$ , there exists a point $x\…

math.GN2016

On $σ$ -countably tight spaces

István Juhász, Jan van Mill

Extending a result of R. de la Vega, we prove that an infinite homogeneous compactum has cardinality $c$ if either it is the union of countably many dense or finitely ma…

Weakly linearly Lindelöf monotonically normal spaces are Lindelöf

On σ-countably tight spaces

On $σ$ -countably tight spaces