AbstractWe answer a question of J. Gerlits by constructing a polyadic space of countable tightness which is not a continuous image of Aκω (Aκ is the one point compactification of the discrete space κ). The space is a Uniform Eberlein compact space of weight ω1. It will follow that being an Aκω image is not preserved by countable inverse limits
2As is well known, the product X of a space X of countable tightness need not have countable tightne...
We prove resolvability and maximal resolvability of topological spaces having countable tightness wi...
AbstractOur main result is that the following cardinal arithmetic assumption, which is a slight weak...
AbstractWe answer a question of J. Gerlits by constructing a polyadic space of countable tightness w...
summary:We apply the general theory of $\tau $-Corson Compact spaces to remove an unnecessary hypoth...
summary:We apply the general theory of $\tau $-Corson Compact spaces to remove an unnecessary hypoth...
Abstract. In this paper, we study some properties of spaces hav-ing countable tightness and spaces h...
AbstractIt is well known that the space Cp([0,1]) has countable tightness but it is not Fréchet–Urys...
Countable tightness may be destroyed by countably closed forcing. We characterize the indestructibil...
Countable tightness may be destroyed by countably closed forcing. We characterize the indestructibil...
summary:We prove resolvability and maximal resolvability of topological spaces having countable tigh...
AbstractValdivia invented a nondistinguished Fréchet space whose weak bidual is quasi-Suslin but not...
AbstractA space X is said to be countably tight if, for each A ⊂ X and each point x in the closure o...
2As is well known, the product X of a space X of countable tightness need not have countable tightne...
We consider nine natural tightness conditions for topological spaces that are all variations on coun...
2As is well known, the product X of a space X of countable tightness need not have countable tightne...
We prove resolvability and maximal resolvability of topological spaces having countable tightness wi...
AbstractOur main result is that the following cardinal arithmetic assumption, which is a slight weak...
AbstractWe answer a question of J. Gerlits by constructing a polyadic space of countable tightness w...
summary:We apply the general theory of $\tau $-Corson Compact spaces to remove an unnecessary hypoth...
summary:We apply the general theory of $\tau $-Corson Compact spaces to remove an unnecessary hypoth...
Abstract. In this paper, we study some properties of spaces hav-ing countable tightness and spaces h...
AbstractIt is well known that the space Cp([0,1]) has countable tightness but it is not Fréchet–Urys...
Countable tightness may be destroyed by countably closed forcing. We characterize the indestructibil...
Countable tightness may be destroyed by countably closed forcing. We characterize the indestructibil...
summary:We prove resolvability and maximal resolvability of topological spaces having countable tigh...
AbstractValdivia invented a nondistinguished Fréchet space whose weak bidual is quasi-Suslin but not...
AbstractA space X is said to be countably tight if, for each A ⊂ X and each point x in the closure o...
2As is well known, the product X of a space X of countable tightness need not have countable tightne...
We consider nine natural tightness conditions for topological spaces that are all variations on coun...
2As is well known, the product X of a space X of countable tightness need not have countable tightne...
We prove resolvability and maximal resolvability of topological spaces having countable tightness wi...
AbstractOur main result is that the following cardinal arithmetic assumption, which is a slight weak...
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