Developability of hyperspace topologies (locally finite, (bounded) Vietoris, Fell, respectively) on the nonempty closed sets is characterized. Submetrizability and having a Gδ-diagonal in the hyperspace setting is also discussed
ABSTRACT. We study the properties of the image of a developable space and an orthocompact developabl...
[EN] The theory of hyperspaces has attracted the attention of many mathematicians who have found a l...
Let X be a nonvoid metric continuum. Denote by 2X and C(X) the hyperspaces of nonempty closed subset...
Developability of hyperspace topologies (locally finite, (bounded) Vietoris, Fell, respectively) on ...
[EN] Developability of hyperspace topologies (locally finite, (bounded) Vietoris, Fell, respectively...
AbstractIn this paper we investigate the notions of weakly developable and weakly k-developable spac...
AbstractThere is a quasi-developable 2-manifold with a Gδ-diagonal, which is not developable. Consis...
We present characterizations of a strongly developable space in terms of g-functions from which we d...
This paper studies developable and M–spaces and their generaliza-tions. We show that the diagonal pr...
AbstractWe introduce monotonic ωΔ-spaces as a generalization of ωΔ-spaces. By means of monotonic ωΔ-...
There is a quasi-developable 2-manifold with a Gδ-diagonal, which is not developable. Consistently, ...
AbstractWe address the following question: “Must every wΔ-space with a Gδ-diagonal be developable?” ...
Let X be an infinite compact metrizable space having only a finite number of isolated points and Y b...
It is shown that if XX contains a closed uncountable discrete subspace, then the Tychonoff plank emb...
AbstractIn this paper we investigate the notions of weakly developable and weakly k-developable spac...
ABSTRACT. We study the properties of the image of a developable space and an orthocompact developabl...
[EN] The theory of hyperspaces has attracted the attention of many mathematicians who have found a l...
Let X be a nonvoid metric continuum. Denote by 2X and C(X) the hyperspaces of nonempty closed subset...
Developability of hyperspace topologies (locally finite, (bounded) Vietoris, Fell, respectively) on ...
[EN] Developability of hyperspace topologies (locally finite, (bounded) Vietoris, Fell, respectively...
AbstractIn this paper we investigate the notions of weakly developable and weakly k-developable spac...
AbstractThere is a quasi-developable 2-manifold with a Gδ-diagonal, which is not developable. Consis...
We present characterizations of a strongly developable space in terms of g-functions from which we d...
This paper studies developable and M–spaces and their generaliza-tions. We show that the diagonal pr...
AbstractWe introduce monotonic ωΔ-spaces as a generalization of ωΔ-spaces. By means of monotonic ωΔ-...
There is a quasi-developable 2-manifold with a Gδ-diagonal, which is not developable. Consistently, ...
AbstractWe address the following question: “Must every wΔ-space with a Gδ-diagonal be developable?” ...
Let X be an infinite compact metrizable space having only a finite number of isolated points and Y b...
It is shown that if XX contains a closed uncountable discrete subspace, then the Tychonoff plank emb...
AbstractIn this paper we investigate the notions of weakly developable and weakly k-developable spac...
ABSTRACT. We study the properties of the image of a developable space and an orthocompact developabl...
[EN] The theory of hyperspaces has attracted the attention of many mathematicians who have found a l...
Let X be a nonvoid metric continuum. Denote by 2X and C(X) the hyperspaces of nonempty closed subset...
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