AbstractThis paper surveys some recent work on topological spaces which need not satisfy the Hausdorff separation property. It advocates change (of the definition, of the problem, of the topology) as a useful topological tool
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
AbstractF.B. Jones has proved that for many different topological properties P if there exists a non...
summary:The local coincidence of the Hausdorff topology and the uniform convergence topology on the ...
AbstractThis paper surveys some recent work on topological spaces which need not satisfy the Hausdor...
The notion of compatible apparition points is introduced for non-Hausdorff manifolds, and properties...
The examples usually given as instances of topological spaces that have T1-separation but not T2-sep...
The notion of compatible apparition points is introduced for non-Hausdorff manifolds, and properties...
As non-Hausdorff spaces are becoming more important in topology, there is a need to consider new not...
We introduce the notion of Hausdorff extension of an arbitrary set Xand we study the connections wit...
AbstractWe investigate the problem of characterizing those quasi-uniform spaces for which the Vietor...
We shall discuss qualitative differences between the real line and nonseparable LOTS
In this paper we will introduce and develop a theory of adjunction spaces which allows the construct...
Let $d$ be an integer, and let $E$ be a nonempty closed subset of $\mathbb{R}^n$. Assume that $E$ is...
Abstract. We construct two countable, biconnected spaces, not widely connected, not having a dispers...
Previously, the authors used the insights of Robinson\u27s nonstandard analysis as a powerful tool t...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
AbstractF.B. Jones has proved that for many different topological properties P if there exists a non...
summary:The local coincidence of the Hausdorff topology and the uniform convergence topology on the ...
AbstractThis paper surveys some recent work on topological spaces which need not satisfy the Hausdor...
The notion of compatible apparition points is introduced for non-Hausdorff manifolds, and properties...
The examples usually given as instances of topological spaces that have T1-separation but not T2-sep...
The notion of compatible apparition points is introduced for non-Hausdorff manifolds, and properties...
As non-Hausdorff spaces are becoming more important in topology, there is a need to consider new not...
We introduce the notion of Hausdorff extension of an arbitrary set Xand we study the connections wit...
AbstractWe investigate the problem of characterizing those quasi-uniform spaces for which the Vietor...
We shall discuss qualitative differences between the real line and nonseparable LOTS
In this paper we will introduce and develop a theory of adjunction spaces which allows the construct...
Let $d$ be an integer, and let $E$ be a nonempty closed subset of $\mathbb{R}^n$. Assume that $E$ is...
Abstract. We construct two countable, biconnected spaces, not widely connected, not having a dispers...
Previously, the authors used the insights of Robinson\u27s nonstandard analysis as a powerful tool t...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
AbstractF.B. Jones has proved that for many different topological properties P if there exists a non...
summary:The local coincidence of the Hausdorff topology and the uniform convergence topology on the ...
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