Add to ORKGAbstract. In this paper we prove that in various models of Martin's Axiom there are perfectly normal, non-metrizable non-archimedean spaces o
AbstractWe show that there is a perfectly normal non-metrizable manifold if there is a Luzin subset ...
AbstractThe main purpose of this paper is to prove that a non-archimedean Fréchet space of countable...
AbstractIn this paper we examine the role of the β-space property (equivalently of the MCM-property)...
AbstractIn this paper, we characterize the class of all spaces X whose products with a fixed non-Arc...
In 1948, M. Katetov showed [2] that if P is a compact space such that P x P x P is completely normal...
AbstractIt is known that no non-Archimedean LB-space (and no strict non-Archimedean LF-space) is met...
AbstractWe settle a conjecture due to R.L. Blair by proving that it is consistent with Martin's Axio...
Wilder [6] and Alexandroff [1] have asked whether every perfectly normal manifold is metrizable. Man...
AbstractIt is well-known that Z is a perfectly normal space (normal P-space) if and only if X×Z is p...
AbstractIt is proved that any non-archimedean non-normable Fréchet space with a Schauder basis and a...
AbstractThis paper offers a unified approach to a number of diverse results claiming the normality o...
By a manifold we mean a Hausdorff locally Euclidean space. The purpose of this paper is to prove: TH...
AbstractWe discuss recent advances extending the paper mentioned in the title, in particular, the co...
AbstractLet X and Y be non-Archimedean normed spaces over a linear ordered non-Archimedean field K w...
Abstract. We show that there is a perfectly normal non-metrizable manifold if there is a Luzin subse...
AbstractWe show that there is a perfectly normal non-metrizable manifold if there is a Luzin subset ...
AbstractThe main purpose of this paper is to prove that a non-archimedean Fréchet space of countable...
AbstractIn this paper we examine the role of the β-space property (equivalently of the MCM-property)...
AbstractIn this paper, we characterize the class of all spaces X whose products with a fixed non-Arc...
In 1948, M. Katetov showed [2] that if P is a compact space such that P x P x P is completely normal...
AbstractIt is known that no non-Archimedean LB-space (and no strict non-Archimedean LF-space) is met...
AbstractWe settle a conjecture due to R.L. Blair by proving that it is consistent with Martin's Axio...
Wilder [6] and Alexandroff [1] have asked whether every perfectly normal manifold is metrizable. Man...
AbstractIt is well-known that Z is a perfectly normal space (normal P-space) if and only if X×Z is p...
AbstractIt is proved that any non-archimedean non-normable Fréchet space with a Schauder basis and a...
AbstractThis paper offers a unified approach to a number of diverse results claiming the normality o...
By a manifold we mean a Hausdorff locally Euclidean space. The purpose of this paper is to prove: TH...
AbstractWe discuss recent advances extending the paper mentioned in the title, in particular, the co...
AbstractLet X and Y be non-Archimedean normed spaces over a linear ordered non-Archimedean field K w...
Abstract. We show that there is a perfectly normal non-metrizable manifold if there is a Luzin subse...
AbstractWe show that there is a perfectly normal non-metrizable manifold if there is a Luzin subset ...
AbstractThe main purpose of this paper is to prove that a non-archimedean Fréchet space of countable...
AbstractIn this paper we examine the role of the β-space property (equivalently of the MCM-property)...