DOIAbstract
AbstractWe explore the closure preserving properties of bases for the space Ck(F) of continuous real valued functions, with the compact-open topology, on the countable metric fan
AbstractWe explore the closure preserving properties of bases for the space Ck(F) of continuous real valued functions, with the compact-open topology, on the countable metric fan
AbstractThe notion of countably-compactifiability has been introduced by Morita. In this paper, we g...
summary:In this paper we show that a minimal space in which compact subsets are closed is countably ...
AbstractIt is known that the Stone–Čech compactification βX of a noncompact metrizable space X is ap...
AbstractWe explore the closure preserving properties of bases for the space Ck(F) of continuous real...
AbstractWe prove that if X is a σ-compact Polish space, then the space Ck(X) of all continuous real-...
Abstract. We prove that if X is a σ-compact Polish space, then the space Ck(X) of all continuous rea...
AbstractLet X be a separable metrizable space. It is proved that the space Ck(X) of all continuous r...
summary:It is shown that if $C_p(X)$ admits a closure-preserving cover by closed $\sigma$-compact se...
AbstractIf X is a compact-covering image of a closed subspace of product of a σ-compact Polish space...
The main result in this note was obtained in 2001. It is that Ck(P) does not have a σ-closure-preser...
AbstractThis paper studies the metrizability and various kinds of completeness property of the space...
AbstractThis paper studies the compact-open topology on the set KC(X) of all real-valued functions d...
AbstractIn this paper we prove that for every cardinal κ, the space Cp(Dκ) admits a continuous bijec...
AbstractWe show that every closed subset of an M1-space has a closure-preserving open neighborhood b...
AbstractWe show in ZF that:(i)A countably compact metric space need not be limit point compact or to...
AbstractThe notion of countably-compactifiability has been introduced by Morita. In this paper, we g...
summary:In this paper we show that a minimal space in which compact subsets are closed is countably ...
AbstractIt is known that the Stone–Čech compactification βX of a noncompact metrizable space X is ap...
AbstractWe explore the closure preserving properties of bases for the space Ck(F) of continuous real...
AbstractWe prove that if X is a σ-compact Polish space, then the space Ck(X) of all continuous real-...
Abstract. We prove that if X is a σ-compact Polish space, then the space Ck(X) of all continuous rea...
AbstractLet X be a separable metrizable space. It is proved that the space Ck(X) of all continuous r...
summary:It is shown that if $C_p(X)$ admits a closure-preserving cover by closed $\sigma$-compact se...
AbstractIf X is a compact-covering image of a closed subspace of product of a σ-compact Polish space...
The main result in this note was obtained in 2001. It is that Ck(P) does not have a σ-closure-preser...
AbstractThis paper studies the metrizability and various kinds of completeness property of the space...
AbstractThis paper studies the compact-open topology on the set KC(X) of all real-valued functions d...
AbstractIn this paper we prove that for every cardinal κ, the space Cp(Dκ) admits a continuous bijec...
AbstractWe show that every closed subset of an M1-space has a closure-preserving open neighborhood b...
AbstractWe show in ZF that:(i)A countably compact metric space need not be limit point compact or to...
AbstractThe notion of countably-compactifiability has been introduced by Morita. In this paper, we g...
summary:In this paper we show that a minimal space in which compact subsets are closed is countably ...
AbstractIt is known that the Stone–Čech compactification βX of a noncompact metrizable space X is ap...
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