Results 81 to 90 of about 15,188 (171)
Triples of infinite iterations of hyperspaces of max-plus compact convex sets
Geometry of the infinite iterated hyperspace of compact max-plus convex sets, their completions and compactifications is investigated.
Александр Григорьевич Савченко +1 more
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Cellular-compact and cellular-Lindelöf on hyperspaces
The generalized metric properties on hyperspaces with the Pixley-Roy topology and the Vietoris topology have been studied by many authors. They considered several generalized metric properties and studied the relation between a space $X$ satisfying such ...
L.Q. Tuyen, O.V. Tuyen, N.X. Truc
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Embedding Order Inducible Between Hyperspace
Given a set X and denote by C(X) hyperspace all non-empty subcontinuos.
Pedro Contreras +5 more
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Disconnectedness properties of Hyperspaces
Let $X$ be a Hausdorff space and let $\mathcal{H}$ be one of the hyperspaces $CL(X)$, $\mathcal{K}(X)$, $\mathcal{F}(X)$ or $\mathcal{F}_n(X)$ ($n$ a positive integer) with the Vietoris topology. We study the following disconnectedness properties for $\mathcal{H}$: extremal disconnectedness, being a $F^\prime$-space, $P$-space or weak $P$-space and ...
Hernández-Gutiérrez, Rodrigo +1 more
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The subject of hyperspace topologies on closed or closed and compact subsets of a topological space X began in the early part of the last century with the discoveries of Hausdorff metric and Vietoris hit-and-miss topology.
Giuseppe Di Maio +2 more
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Anchored Hyperspaces and Multigraphs
Consider a multigraph $X$ as a metric space and $p \in X$. The anchored hyperspace at $p$ is the set $C_p(X) =$ {$A \subseteq X : p \in A, A$ connected and compact}. In this paper we will prove that $C_p(X)$ is a polytope if in this set is considered the Hausdorff's metric $H$.
Reyna, Gerardo +2 more
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Induced mappings on hyperspaces
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On the property of Kelley for Hausdorff continua
We introduce the concepts Hausdorff maximal limit continuum and Hausdorff strong maximal limit continuum, for Hausdorff continua; these definitions extend the concepts of maximal limit continuum and strong maximal limit continuum, respectiveley ...
Mauricio Chacón-Tirado +1 more
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On First Countability of a New Hyperspace Topology
In this paper the notion of first countability of the hyperspace (θ (X), τ ) has been studied and being compared with that of X.
Sen Ritu
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