Selection principles and hyperspace topologies

By Giuseppe Di Maio, L. Kočinac, E. Meccariello. 2005

53 citations recorded by the source corpus.

Abstract In this paper we investigate relationships between closure-type properties of hyperspaces over a space X and covering properties of X .

Subfields: Computational Theory and Mathematics, Geometry and Topology

View Paper: https://www.semanticscholar.org/paper/cad8c3217650aa2dc87c93f01512fe35b8321544

Citations in the corpus

• Selected results on selection principles (2012, unknown): “a similar direction can be found in [18], [34]. 11 (2X,Z+) (∀Y)(Y open in X) Source 1 countable tightness ω-Lindel¨of folklore 2 FU S1(Ω,Γ) [43] 3 SFU S1(Ω,Γ) [43] 4 countable fan tightness Sfin(Ω,Ω) [21] 5 countable strong fan tightness S1(Ω,Ω) [21] 6 (∀S ∈ 2X) Sfin(ΩS,Ω gp S ) Sfin(Ω,Ωgp) [42] 7 (”