In this paper we give an embedding characterization of θ-regularity using the Wallman-type compactlfication. The productivity of θ-regularity and a slight generalization of Nagami's Product Theorem to non-Hausdorff paracompact ∑-spaces we obtain as a corollary
AbstractCountable box products of σ-compact spaces pseudonormal and ω1-collectionwise Hausdorff. If ...
summary:Paracompactness ($=2$-paracompactness) and normality of a subspace $Y$ in a space $X$ define...
AbstractIt is shown that a regular space is collectionwise normal and countably paracompact if every...
AbstractWe generalize and refine results from the author's paper [18]. For a completely regular Haus...
Abstract. We modify the concept of θ-regularity for spaces with 2 and 3 topologies. The new, more ge...
According to Mack a space is countably paracompact if and only if its product with [0, 1] is δ-norma...
Previously, the authors used the insights of Robinson\u27s nonstandard analysis as a powerful tool t...
Abstract. A a-space is a completely regular Hausdorff space possessing a compactificat.ion with zero...
ABSTRACT. We shall prove that for a LaSnev space Y the product X x Y is paracompact for any paracom ...
In this paper we initiate a generalized form of paracompactness via grills. We shall also define a g...
ABSTRACT. In this paper we study 0-regularity and its relations to other topological properties. We ...
AbstractAccording to Mack a space is countably paracompact if and only if its product with [0,1] is ...
All spaces are assumed to be T1-spaces. In patricular, paracompact spaces are assumed to be Tz. The ...
AbstractConditions under which a product space will be regular-closed or minimal regular are studied...
The notion of countable (ω)paracompactness is a generalization of the notion of (ω)paracompactness. ...
AbstractCountable box products of σ-compact spaces pseudonormal and ω1-collectionwise Hausdorff. If ...
summary:Paracompactness ($=2$-paracompactness) and normality of a subspace $Y$ in a space $X$ define...
AbstractIt is shown that a regular space is collectionwise normal and countably paracompact if every...
AbstractWe generalize and refine results from the author's paper [18]. For a completely regular Haus...
Abstract. We modify the concept of θ-regularity for spaces with 2 and 3 topologies. The new, more ge...
According to Mack a space is countably paracompact if and only if its product with [0, 1] is δ-norma...
Previously, the authors used the insights of Robinson\u27s nonstandard analysis as a powerful tool t...
Abstract. A a-space is a completely regular Hausdorff space possessing a compactificat.ion with zero...
ABSTRACT. We shall prove that for a LaSnev space Y the product X x Y is paracompact for any paracom ...
In this paper we initiate a generalized form of paracompactness via grills. We shall also define a g...
ABSTRACT. In this paper we study 0-regularity and its relations to other topological properties. We ...
AbstractAccording to Mack a space is countably paracompact if and only if its product with [0,1] is ...
All spaces are assumed to be T1-spaces. In patricular, paracompact spaces are assumed to be Tz. The ...
AbstractConditions under which a product space will be regular-closed or minimal regular are studied...
The notion of countable (ω)paracompactness is a generalization of the notion of (ω)paracompactness. ...
AbstractCountable box products of σ-compact spaces pseudonormal and ω1-collectionwise Hausdorff. If ...
summary:Paracompactness ($=2$-paracompactness) and normality of a subspace $Y$ in a space $X$ define...
AbstractIt is shown that a regular space is collectionwise normal and countably paracompact if every...
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