AbstractIn this paper we obtain characterizations of metrizable spaces, paracompact M-spaces, Moore spaces and semimetrizable spaces in terms of the way those spaces are embedded in their Stone-Čech compactification. In addition, we give an internal characterization of paracompact M-spaces which we use in the proof of the embedding characterization
AbstractAssuming that all spaces are regular we prove that open and compact images of σ-locally comp...
AbstractSeveral embedding theorems are obtained, such as the following: Let Y be a first countable r...
AbstractIf g is a map from a space X into Rm and q is an integer, let Bq,d,m(g) be the set of all pl...
AbstractIn this paper we obtain characterizations of metrizable spaces, paracompact M-spaces, Moore ...
Abstract. It is established that for a P-embedded closed subset A of a normal P-space X and a paraco...
In this paper, we give a characterization of perfectly subparacompact spaces and we use this charact...
In this paper, we give a characterization of perfectly subparacompact spaces and we use this charact...
AbstractWe investigate the classes of spaces that can be mapped onto a metrizable space by a closed ...
There are four main results in this paper: (1) a necessary condition for the product of a space with...
AbstractIn this article, some generalizations of the concept of a p-space are introduced and studied...
AbstractCharacterization of ω1-metrizable spaces whose product with every paracompact space is parac...
AbstractMany of earlier and recent results obtained for p-spaces and their relatives can be extended...
This is the published version, also available here: http://www.dx.doi.org/10.1090/S0273-0979-1982-15...
AbstractA 'space S is Moore-closed iff it is a Moore space which is a closed subspace of every Moore...
AbstractWe say that a subset S of a topological space X is M-embedded (MN0-embedded) in X if every m...
AbstractAssuming that all spaces are regular we prove that open and compact images of σ-locally comp...
AbstractSeveral embedding theorems are obtained, such as the following: Let Y be a first countable r...
AbstractIf g is a map from a space X into Rm and q is an integer, let Bq,d,m(g) be the set of all pl...
AbstractIn this paper we obtain characterizations of metrizable spaces, paracompact M-spaces, Moore ...
Abstract. It is established that for a P-embedded closed subset A of a normal P-space X and a paraco...
In this paper, we give a characterization of perfectly subparacompact spaces and we use this charact...
In this paper, we give a characterization of perfectly subparacompact spaces and we use this charact...
AbstractWe investigate the classes of spaces that can be mapped onto a metrizable space by a closed ...
There are four main results in this paper: (1) a necessary condition for the product of a space with...
AbstractIn this article, some generalizations of the concept of a p-space are introduced and studied...
AbstractCharacterization of ω1-metrizable spaces whose product with every paracompact space is parac...
AbstractMany of earlier and recent results obtained for p-spaces and their relatives can be extended...
This is the published version, also available here: http://www.dx.doi.org/10.1090/S0273-0979-1982-15...
AbstractA 'space S is Moore-closed iff it is a Moore space which is a closed subspace of every Moore...
AbstractWe say that a subset S of a topological space X is M-embedded (MN0-embedded) in X if every m...
AbstractAssuming that all spaces are regular we prove that open and compact images of σ-locally comp...
AbstractSeveral embedding theorems are obtained, such as the following: Let Y be a first countable r...
AbstractIf g is a map from a space X into Rm and q is an integer, let Bq,d,m(g) be the set of all pl...
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