Add to ORKGIn this essay we give a sufficient background to, and prove, the classical Bing-Nagata-Smirnov metrization theorem. Thus we show that a topological space is metrizable if, and only if, it is regular and has a countably locally finite basis. As a corollary of this we also prove Smirnov's metrization theorem
AbstractWe examine the three metrization theorems of Sakai, Tamano and Yajima in the context of my r...
AbstractA cover C of a topological space X is point-countable (point-finite) if every point of X bel...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
In this essay we give a sufficient background to, and prove, the classical Bing-Nagata-Smirnov metri...
In this essay we give a sufficient background to, and prove, the classical Bing-Nagata-Smirnov metri...
According to the Nagata-Smirnov Theorem, a topological space is pseudometrizable iff the space is re...
We characterise those topological spaces for which every quotient image is metrizable. This suppleme...
AbstractWe show that the General Metrization Problem posed by the advent of Urysohn's Theorem has so...
AbstractIt is shown that a compact K-metrizable space with a dense monotonically normal subspace is ...
AbstractA topological property P is called n-additive in nth power (or weakly n-additive) if a topol...
AbstractWe show that the General Metrization Problem posed by the advent of Urysohn's Theorem has so...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
In 1948, Katětov proved the following metrization theorem. Theorem 1.1. [3] If X is a compact space...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
AbstractWe examine the three metrization theorems of Sakai, Tamano and Yajima in the context of my r...
AbstractA cover C of a topological space X is point-countable (point-finite) if every point of X bel...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
In this essay we give a sufficient background to, and prove, the classical Bing-Nagata-Smirnov metri...
In this essay we give a sufficient background to, and prove, the classical Bing-Nagata-Smirnov metri...
According to the Nagata-Smirnov Theorem, a topological space is pseudometrizable iff the space is re...
We characterise those topological spaces for which every quotient image is metrizable. This suppleme...
AbstractWe show that the General Metrization Problem posed by the advent of Urysohn's Theorem has so...
AbstractIt is shown that a compact K-metrizable space with a dense monotonically normal subspace is ...
AbstractA topological property P is called n-additive in nth power (or weakly n-additive) if a topol...
AbstractWe show that the General Metrization Problem posed by the advent of Urysohn's Theorem has so...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
In 1948, Katětov proved the following metrization theorem. Theorem 1.1. [3] If X is a compact space...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...
AbstractWe examine the three metrization theorems of Sakai, Tamano and Yajima in the context of my r...
AbstractA cover C of a topological space X is point-countable (point-finite) if every point of X bel...
We give a mapping theorem on sn-metrizable spaces, discuss relationships among spaces with point-cou...