AbstractWe show that the following classes of topological spaces coincide: (1) stratifiable μ-spaces, (2) stratifiable spaces with an M-structure, (3) regularly stratifiable spaces, and (4) strongly regularly stratifiable spaces
AbstractIt is well known that spaces defined from a separated uniform structure with a linearly orde...
AbstractIf X is a separable 0-dimensional metrizable space in which every compact subset is countabl...
AbstractA T1 space in which the intersection or any countably many open sets is open, is called a P-...
AbstractWe show that the following classes of topological spaces coincide: (1) stratifiable μ-spaces...
AbstractWe define a pair (F,U) to be a closed set F and an open set U such that F ⊂ U. A sequence of...
AbstractWe introduce the notion of M-structures and consider the class M of stratifiable spaces with...
AbstractIf X is a compact-covering image of a closed subspace of product of a σ-compact Polish space...
The Mi-spaces, i = 1,2,3, were defined in 1961 by J. Ceder [3] as natural generalizations of metriza...
AbstractWe introduce a technical property (P) and use it to show that every M3-space with (P) is an ...
AbstractThe notion of a finitely closure-preserving family is introduced. The class of all spaces wi...
AbstractA (locally) κ-Lindelöf κ-stratifiable space is shown to be κ-metrizable. Since the (local) κ...
AbstractThis paper is motivated by V.V. Uspenskii's results on embeddings of spaces into function sp...
summary:Every semi-stratifiable space or strong $\Sigma$-space has a $\sigma$-cushioned (mod$k$)-net...
AbstractWe prove that for any Hausdorff topological vector space E over the field R there exists A⊂E...
AbstractIt is shown that a compact K-metrizable space with a dense monotonically normal subspace is ...
AbstractIt is well known that spaces defined from a separated uniform structure with a linearly orde...
AbstractIf X is a separable 0-dimensional metrizable space in which every compact subset is countabl...
AbstractA T1 space in which the intersection or any countably many open sets is open, is called a P-...
AbstractWe show that the following classes of topological spaces coincide: (1) stratifiable μ-spaces...
AbstractWe define a pair (F,U) to be a closed set F and an open set U such that F ⊂ U. A sequence of...
AbstractWe introduce the notion of M-structures and consider the class M of stratifiable spaces with...
AbstractIf X is a compact-covering image of a closed subspace of product of a σ-compact Polish space...
The Mi-spaces, i = 1,2,3, were defined in 1961 by J. Ceder [3] as natural generalizations of metriza...
AbstractWe introduce a technical property (P) and use it to show that every M3-space with (P) is an ...
AbstractThe notion of a finitely closure-preserving family is introduced. The class of all spaces wi...
AbstractA (locally) κ-Lindelöf κ-stratifiable space is shown to be κ-metrizable. Since the (local) κ...
AbstractThis paper is motivated by V.V. Uspenskii's results on embeddings of spaces into function sp...
summary:Every semi-stratifiable space or strong $\Sigma$-space has a $\sigma$-cushioned (mod$k$)-net...
AbstractWe prove that for any Hausdorff topological vector space E over the field R there exists A⊂E...
AbstractIt is shown that a compact K-metrizable space with a dense monotonically normal subspace is ...
AbstractIt is well known that spaces defined from a separated uniform structure with a linearly orde...
AbstractIf X is a separable 0-dimensional metrizable space in which every compact subset is countabl...
AbstractA T1 space in which the intersection or any countably many open sets is open, is called a P-...
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