Results 71 to 80 of about 118,692,044 (90)
Upper semifinite hyperspaces as unifying tools in normal Hausdorff topology [PDF]
In this paper we use the upper semifinite topology in hyperspaces to get results in normal Hausdorff topology. The advantage of this point of view is that the upper semifinite topology, although highly non-Hausdorff, is very easy to handle.
Alonso-Morón, M. +3 more
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Weak Convergence of Probability Measures on Hyperspaces with the Upper Fell-Topology [PDF]
Let E be a locally compact second countable Hausdorff space and F the pertaining family of all closed sets. We endow F respectively with the Fell-topology, the upper Fell topology or the upper Vietoris-topology and investigate weak convergence of ...
Dietmar Ferger
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Some covering properties of hyperspaces [PDF]
We study covering properties of hyperspaces with the Vietoris topology, as well as with its lower and upper parts. Considered covering properties are defined in terms of selection principles: the Menger, Hurewicz and Rothberger properties, and γ-sets and
Lj D R Kočinac
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Some of the next articles are maybe not open access.
On the topology of some hyperspaces of convex bodies associated to tensor norms
Journal of Mathematical Analysis and Applications, 2022Luisa F Higueras-Montaño +1 more
exaly
Orbit Tracing Properties on Hyperspaces and Fuzzy Dynamical Systems
Axioms, 2022Felix Martinez-Gimenez +2 more
exaly
A Note on Hyperspaces by Closed Sets with Vietoris Topology
Bulletin of the Malaysian Mathematical Sciences Society, 2022Fucai Lin
exaly
Relative topological properties of hyperspaces
Mathematica Slovaca, 2019Jesus Díaz-Reyes +1 more
exaly
Convergence of time scales under the Fell topology
Journal of Difference Equations and Applications, 2009Stefan Hilger
exaly
Hyperspaces of separable Banach spaces with the Wijsman topology
Topology and Its Applications, 2005Wieslaw Kubis, Katsuro Sakai
exaly

