DOIAbstract
AbstractIt is proved that a FH(FRT2) space X is z-embedded in every FH(FRT1) space that X is embedded in iff X is FH-closed (the weak topology of X is almost compact)
AbstractIt is proved that a FH(FRT2) space X is z-embedded in every FH(FRT1) space that X is embedded in iff X is FH-closed (the weak topology of X is almost compact)
Abstract Arhangel'skiȋ defines in [Topology Appl. 70 (1996) [Topology Appl. 93 (1999) 121-1...
AbstractSome problems in the theory of R-closed spaces are solved by showing that every regular spac...
This work is dealing with almost-compact embeddings of function spaces, in particular, the class of ...
AbstractIt is proved that a FH(FRT2) space X is z-embedded in every FH(FRT1) space that X is embedde...
AbstractIt is proved that a functionally Hausdorff space (X, T) is (a) C-embedded in every functiona...
summary:In this paper, a simple proof is given for the following theorem due to Blair [7], Blair-Hag...
Answering aproblem of A. V. $\mathrm{A}\mathrm{r}\mathrm{h}\mathrm{a}\mathrm{n}\mathrm{g}\mathrm{e}1...
AbstractArhangel'skiı̆ defines in [Topology Appl. 70 (1996) 87–99] a subspace Y of a topologi...
Eilenberg proved that if a compact space X admits a zero-dimensional map f:X! Y, where Y is m-dimens...
Arhangel’skii and Tartir [3] characterized compactness by some relative separation property and pose...
AbstractEilenberg proved that if a compact space X admits a zero-dimensional map f:X→Y, where Y is m...
AbstractReferring to the pπ8 A (Functionally regular) axiom of Van Est and Freudenthal [W. T. Van Es...
We added an appendix with Chern class computations.We study the geometry of universal embedding spac...
AbstractAnswering a problem of A.V. Arhangel'skiı̆, we prove the following theorem: a Hausdor...
ABSTRACT. In this paper it is shown that a Hausdorff space can be embed-ded in an H-closed space wit...
Abstract Arhangel'skiȋ defines in [Topology Appl. 70 (1996) [Topology Appl. 93 (1999) 121-1...
AbstractSome problems in the theory of R-closed spaces are solved by showing that every regular spac...
This work is dealing with almost-compact embeddings of function spaces, in particular, the class of ...
AbstractIt is proved that a FH(FRT2) space X is z-embedded in every FH(FRT1) space that X is embedde...
AbstractIt is proved that a functionally Hausdorff space (X, T) is (a) C-embedded in every functiona...
summary:In this paper, a simple proof is given for the following theorem due to Blair [7], Blair-Hag...
Answering aproblem of A. V. $\mathrm{A}\mathrm{r}\mathrm{h}\mathrm{a}\mathrm{n}\mathrm{g}\mathrm{e}1...
AbstractArhangel'skiı̆ defines in [Topology Appl. 70 (1996) 87–99] a subspace Y of a topologi...
Eilenberg proved that if a compact space X admits a zero-dimensional map f:X! Y, where Y is m-dimens...
Arhangel’skii and Tartir [3] characterized compactness by some relative separation property and pose...
AbstractEilenberg proved that if a compact space X admits a zero-dimensional map f:X→Y, where Y is m...
AbstractReferring to the pπ8 A (Functionally regular) axiom of Van Est and Freudenthal [W. T. Van Es...
We added an appendix with Chern class computations.We study the geometry of universal embedding spac...
AbstractAnswering a problem of A.V. Arhangel'skiı̆, we prove the following theorem: a Hausdor...
ABSTRACT. In this paper it is shown that a Hausdorff space can be embed-ded in an H-closed space wit...
Abstract Arhangel'skiȋ defines in [Topology Appl. 70 (1996) [Topology Appl. 93 (1999) 121-1...
AbstractSome problems in the theory of R-closed spaces are solved by showing that every regular spac...
This work is dealing with almost-compact embeddings of function spaces, in particular, the class of ...
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