AbstractIt is proved that a functionally Hausdorff space (X, T) is (a) C-embedded in every functionally Hausdorff space it is embedded as a dense (open) set, (b) z-embedded in any functionally Hausdorff space it is embedded in as an open set iff the weak topology (X, W) is almost compact. If (X, W) is locally compact then (X, T) is z-embedded in every functionally Hausdorff space it is densely embedded in iff (X, T) is Lindelöf or almost compact
summary:A.V. Arkhangel'skii asked that, is it true that every space $Y$ of countable tightness is ho...
summary:We prove that a Hausdorff space $X$ is locally compact if and only if its topology coincides...
AbstractWe present some answers to the title. For example, if K is compact, zero-dimensional and D i...
AbstractIt is proved that a functionally Hausdorff space (X, T) is (a) C-embedded in every functiona...
AbstractIt is proved that a FH(FRT2) space X is z-embedded in every FH(FRT1) space that X is embedde...
Answering aproblem of A. V. $\mathrm{A}\mathrm{r}\mathrm{h}\mathrm{a}\mathrm{n}\mathrm{g}\mathrm{e}1...
AbstractAnswering a problem of A.V. Arhangel'skiı̆, we prove the following theorem: a Hausdor...
summary:In this paper, a simple proof is given for the following theorem due to Blair [7], Blair-Hag...
ABSTRACT. In this paper it is shown that a Hausdorff space can be embed-ded in an H-closed space wit...
AbstractReferring to the pπ8 A (Functionally regular) axiom of Van Est and Freudenthal [W. T. Van Es...
AbstractArhangel'skiı̆ defines in [Topology Appl. 70 (1996) 87–99] a subspace Y of a topologi...
Arhangel’skii and Tartir [3] characterized compactness by some relative separation property and pose...
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
ABSTRACT. We obtain some sufficient conditions for a Hausdorff space X to be embeddable as a dense s...
In the first section of this note a question posed by G. Viglino is resolved by constructing a C-com...
summary:A.V. Arkhangel'skii asked that, is it true that every space $Y$ of countable tightness is ho...
summary:We prove that a Hausdorff space $X$ is locally compact if and only if its topology coincides...
AbstractWe present some answers to the title. For example, if K is compact, zero-dimensional and D i...
AbstractIt is proved that a functionally Hausdorff space (X, T) is (a) C-embedded in every functiona...
AbstractIt is proved that a FH(FRT2) space X is z-embedded in every FH(FRT1) space that X is embedde...
Answering aproblem of A. V. $\mathrm{A}\mathrm{r}\mathrm{h}\mathrm{a}\mathrm{n}\mathrm{g}\mathrm{e}1...
AbstractAnswering a problem of A.V. Arhangel'skiı̆, we prove the following theorem: a Hausdor...
summary:In this paper, a simple proof is given for the following theorem due to Blair [7], Blair-Hag...
ABSTRACT. In this paper it is shown that a Hausdorff space can be embed-ded in an H-closed space wit...
AbstractReferring to the pπ8 A (Functionally regular) axiom of Van Est and Freudenthal [W. T. Van Es...
AbstractArhangel'skiı̆ defines in [Topology Appl. 70 (1996) 87–99] a subspace Y of a topologi...
Arhangel’skii and Tartir [3] characterized compactness by some relative separation property and pose...
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
ABSTRACT. We obtain some sufficient conditions for a Hausdorff space X to be embeddable as a dense s...
In the first section of this note a question posed by G. Viglino is resolved by constructing a C-com...
summary:A.V. Arkhangel'skii asked that, is it true that every space $Y$ of countable tightness is ho...
summary:We prove that a Hausdorff space $X$ is locally compact if and only if its topology coincides...
AbstractWe present some answers to the title. For example, if K is compact, zero-dimensional and D i...
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