DOIAbstract
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
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
We introduce the notion of Hausdorff extension of an arbitrary set Xand we study the connections wit...
Fell topology is very widely used today, even in metric spaces; but J. Fell introduced it in a non-H...
This paper concerns the following question raised by Markov [21] in 1945: Does every infinite group ...
AbstractThis paper surveys some recent work on topological spaces which need not satisfy the Hausdor...
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...
The problem with which this paper is concerned is that of investigating a class of topological prope...
Modak abstract: In this paper, we shall obtain a new topology from non topological space. We also di...
The notion of compatible apparition points is introduced for non-Hausdorff manifolds, and properties...
Abstract. We construct two countable, biconnected spaces, not widely connected, not having a dispers...
The purpose of this paper is to investigate some properties of compact topological spaces and to rel...
This paper is concerned with a study of certain generalizations to arbitrary topological categories ...
A Toronto space is a topological space homeomorphic to each of its subspaces of the same cardinality...
A topological n-manifold is a Hausdorff space which is locally n-Euclidean (like Rn). No progress wa...
AbstractSeveral different notions of the Hausdorff separation property for fuzzy topological spaces ...
We introduce the notion of Hausdorff extension of an arbitrary set Xand we study the connections wit...
Fell topology is very widely used today, even in metric spaces; but J. Fell introduced it in a non-H...
This paper concerns the following question raised by Markov [21] in 1945: Does every infinite group ...
AbstractThis paper surveys some recent work on topological spaces which need not satisfy the Hausdor...
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...
The problem with which this paper is concerned is that of investigating a class of topological prope...
Modak abstract: In this paper, we shall obtain a new topology from non topological space. We also di...
The notion of compatible apparition points is introduced for non-Hausdorff manifolds, and properties...
Abstract. We construct two countable, biconnected spaces, not widely connected, not having a dispers...
The purpose of this paper is to investigate some properties of compact topological spaces and to rel...
This paper is concerned with a study of certain generalizations to arbitrary topological categories ...
A Toronto space is a topological space homeomorphic to each of its subspaces of the same cardinality...
A topological n-manifold is a Hausdorff space which is locally n-Euclidean (like Rn). No progress wa...
AbstractSeveral different notions of the Hausdorff separation property for fuzzy topological spaces ...
We introduce the notion of Hausdorff extension of an arbitrary set Xand we study the connections wit...
Fell topology is very widely used today, even in metric spaces; but J. Fell introduced it in a non-H...
This paper concerns the following question raised by Markov [21] in 1945: Does every infinite group ...
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