We consider the problem of materizablity and propose two (in some sense dual) interpretations of it. One interpretation leads to considering the category of metrizable spaces. This is the classical approach with numerous well-known results. The second interpretation leads to considering an extension of the category of metric spaces. This is achieved in the more recent work of Flagg
summary:In this paper, we prove that a space $X$ is a $g$-metrizable space if and only if $X$ is a w...
The purpose of this paper is to give another proofs of certain well known metrization theorems by th...
Bennett; details will appear in [BnL]. Most metrization theory for GO spaces ( = gen~ralized ordered...
summary:In this paper, the relationships between metric spaces and $g$-metrizable spaces are establi...
The study of metric spaces is closely related to the study of topology in that the study of metric s...
This paper studies developable and M–spaces and their generaliza-tions. We show that the diagonal pr...
[EN] In [1], A. A. Borubaev introduced the concept of τ-metric space, where τ is an arbitrary cardin...
Abstract. The notion of movability for metrizable compacta was in-troduced by K.Borsuk [1]. In this ...
In this article we define a metrizable space of multivalued maps. We show that the metric defined in...
Abstract. The aim of this discussion is to expand upon a 1958 paper by John Rainwater[8] with the sa...
AbstractWe consider modifications of the original axioms of Menger which together with additional ax...
We present a small variation ofMrowka’s recent technique for producing metrizable spaces with non-co...
Abstract. Two equivalent metrics can be compared, with respect to their uniform properties, in sever...
AbstractIn this paper we define and study MT-maps, which are the fibrewise topological analogue of m...
AbstractThis paper contains a preliminary study of a class of spaces that can be seen as special cas...
summary:In this paper, we prove that a space $X$ is a $g$-metrizable space if and only if $X$ is a w...
The purpose of this paper is to give another proofs of certain well known metrization theorems by th...
Bennett; details will appear in [BnL]. Most metrization theory for GO spaces ( = gen~ralized ordered...
summary:In this paper, the relationships between metric spaces and $g$-metrizable spaces are establi...
The study of metric spaces is closely related to the study of topology in that the study of metric s...
This paper studies developable and M–spaces and their generaliza-tions. We show that the diagonal pr...
[EN] In [1], A. A. Borubaev introduced the concept of τ-metric space, where τ is an arbitrary cardin...
Abstract. The notion of movability for metrizable compacta was in-troduced by K.Borsuk [1]. In this ...
In this article we define a metrizable space of multivalued maps. We show that the metric defined in...
Abstract. The aim of this discussion is to expand upon a 1958 paper by John Rainwater[8] with the sa...
AbstractWe consider modifications of the original axioms of Menger which together with additional ax...
We present a small variation ofMrowka’s recent technique for producing metrizable spaces with non-co...
Abstract. Two equivalent metrics can be compared, with respect to their uniform properties, in sever...
AbstractIn this paper we define and study MT-maps, which are the fibrewise topological analogue of m...
AbstractThis paper contains a preliminary study of a class of spaces that can be seen as special cas...
summary:In this paper, we prove that a space $X$ is a $g$-metrizable space if and only if $X$ is a w...
The purpose of this paper is to give another proofs of certain well known metrization theorems by th...
Bennett; details will appear in [BnL]. Most metrization theory for GO spaces ( = gen~ralized ordered...
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