AbstractWe consider (discrete) structures, A, for a countable language. A# denotes A with its Bohr topology. Let Y be a compact Hausdorff space. Then Y is homeomorphic to a subspace of some A# iff Y is Talagrand compact
AbstractIn the first two sections, we study when a σ-compact space can be covered by a point-finite ...
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
AbstractIt is shown that the compact topological spaces are precisely the injective spaces with resp...
AbstractWe consider (discrete) structures, A, for a countable language. A# denotes A with its Bohr t...
It is well known that each locally compact strongly sober topology is contained in a compact Hausdor...
AbstractThe category of compact Hausdorff spaces is shown to be characterized by the fact that it is...
AbstractLet G be a MAPA group that is metrizable and satisfies Pontryagin duality; that is, it coinc...
AbstractWe prove that every T1, compact and second countable topology has a refinement which is a to...
AbstractWithin the framework of Zermelo–Fraenkel set theory ZF, we investigate the set-theoretical s...
AbstractRosenthal's theorem describing those Banach spaces containing no copy of ℓ1 is extended to t...
AbstractThe concept of “category of structured sets with closure operator” provides a natural settin...
AbstractWe present some answers to the title. For example, if K is compact, zero-dimensional and D i...
summary:Yakovlev [{\it On bicompacta in $\Sigma $-products and related spaces\/}, Comment. Math. Uni...
AbstractIf X is a completely regular Hausdorff topological space we show that: (i) if H is a compact...
The idea of topological equivalence, or homeomorphic, is one of the basic considerations in any stud...
AbstractIn the first two sections, we study when a σ-compact space can be covered by a point-finite ...
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
AbstractIt is shown that the compact topological spaces are precisely the injective spaces with resp...
AbstractWe consider (discrete) structures, A, for a countable language. A# denotes A with its Bohr t...
It is well known that each locally compact strongly sober topology is contained in a compact Hausdor...
AbstractThe category of compact Hausdorff spaces is shown to be characterized by the fact that it is...
AbstractLet G be a MAPA group that is metrizable and satisfies Pontryagin duality; that is, it coinc...
AbstractWe prove that every T1, compact and second countable topology has a refinement which is a to...
AbstractWithin the framework of Zermelo–Fraenkel set theory ZF, we investigate the set-theoretical s...
AbstractRosenthal's theorem describing those Banach spaces containing no copy of ℓ1 is extended to t...
AbstractThe concept of “category of structured sets with closure operator” provides a natural settin...
AbstractWe present some answers to the title. For example, if K is compact, zero-dimensional and D i...
summary:Yakovlev [{\it On bicompacta in $\Sigma $-products and related spaces\/}, Comment. Math. Uni...
AbstractIf X is a completely regular Hausdorff topological space we show that: (i) if H is a compact...
The idea of topological equivalence, or homeomorphic, is one of the basic considerations in any stud...
AbstractIn the first two sections, we study when a σ-compact space can be covered by a point-finite ...
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
AbstractIt is shown that the compact topological spaces are precisely the injective spaces with resp...
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