AbstractIt is proved that the Smirnov compactification functor σ:PROX→COMP (which relates to any proximity space (X,δ) its compactification σX corresponding to proximity δ) is one-to-one in the subcategory of complete first countable proximity spaces
gdimov fmi.uni-sofia.bg, elza fmi.uni-sofia.bg By a “topological space ” we will understand a “Hausd...
AbstractThe aim of this paper is twofold: first we investigate the role of proximity notions in the ...
AbstractNearnesses of finite order are defined, and in particular a sub-class (called Ivanov n-nearn...
AbstractIt is proved that the Smirnov compactification functor σ:PROX→COMP (which relates to any pro...
In this paper, we introduce coproducts of proximity spaces. After exploring several of their basic p...
AbstractThis paper is concerned with compactness and compactifications in the epireflective hull of ...
AbstractThis paper is concerned with compactness and compactifications in the epireflective hull of ...
AbstractIt is known that the Stone–Čech compactification βX of a metrizable space X is approximated ...
AbstractIt is known that the Stone–Čech compactification βX of a noncompact metrizable space X is ap...
AbstractFor every compact metrizable space X there is a metrizable compactification μ(X) of ω whose ...
AbstractWe study properties related to first countability and countable compactness of uniformizable...
AbstractWe study properties related to first countability and countable compactness of uniformizable...
AbstractCharacterization of countably compact, Lindelof, H-closed, first countable and second counta...
AbstractNagata conjectured that every M-space is homeomorphic to a closed subspace of the product of...
Dedicated to the memory of Professor D. Doitchinov Abstract. In this paper the notion of SR-proximit...
gdimov fmi.uni-sofia.bg, elza fmi.uni-sofia.bg By a “topological space ” we will understand a “Hausd...
AbstractThe aim of this paper is twofold: first we investigate the role of proximity notions in the ...
AbstractNearnesses of finite order are defined, and in particular a sub-class (called Ivanov n-nearn...
AbstractIt is proved that the Smirnov compactification functor σ:PROX→COMP (which relates to any pro...
In this paper, we introduce coproducts of proximity spaces. After exploring several of their basic p...
AbstractThis paper is concerned with compactness and compactifications in the epireflective hull of ...
AbstractThis paper is concerned with compactness and compactifications in the epireflective hull of ...
AbstractIt is known that the Stone–Čech compactification βX of a metrizable space X is approximated ...
AbstractIt is known that the Stone–Čech compactification βX of a noncompact metrizable space X is ap...
AbstractFor every compact metrizable space X there is a metrizable compactification μ(X) of ω whose ...
AbstractWe study properties related to first countability and countable compactness of uniformizable...
AbstractWe study properties related to first countability and countable compactness of uniformizable...
AbstractCharacterization of countably compact, Lindelof, H-closed, first countable and second counta...
AbstractNagata conjectured that every M-space is homeomorphic to a closed subspace of the product of...
Dedicated to the memory of Professor D. Doitchinov Abstract. In this paper the notion of SR-proximit...
gdimov fmi.uni-sofia.bg, elza fmi.uni-sofia.bg By a “topological space ” we will understand a “Hausd...
AbstractThe aim of this paper is twofold: first we investigate the role of proximity notions in the ...
AbstractNearnesses of finite order are defined, and in particular a sub-class (called Ivanov n-nearn...
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