AbstractWe study sequential convergence in spaces with analytic topologies avoiding thus a number of standard pathologies. For example, we identify bisequentiality of an analytic space as the Fréchet property of its square. We show that a countable Fréchet group is metrizable if and only if its topology is analytic. We also investigate the diagonal sequence properties and show their productiveness in the class of analytic spaces
summary:Some strong versions of the Fréchet-Urysohn property are introduced and studied. We also str...
Necessary and sufficient conditions for a Hausdorff Lindelof space to be embeddable in a Hausdorff K...
International audienceWe study the analytic structure of the space of germs of an analytic function ...
AbstractWe study sequential convergence in spaces with analytic topologies avoiding thus a number of...
In this Thesis, we study topologies on countable sets from the perspective of Tukey reductions of th...
In this Thesis, we study topologies on countable sets from the perspective of Tukey reductions of th...
0. Many classical theorems concerning metrizability of topological spaces are well known (see e.g. [...
A number of mathematicians have studied the efficacy of using the summability property for topologic...
A number of mathematicians have studied the efficacy of using the summability property for topologic...
Abstract. First, we introduce sequential convergence structures and characterize Fréchet spaces and ...
Abstract. First, we introduce sequential convergence structures and characterize Fréchet spaces and ...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
The class of sequential spaces and its successive smaller subclasses, the Fréchet spaces and the fir...
The class of sequential spaces and its successive smaller subclasses, the Fréchet spaces and the fir...
summary:Some strong versions of the Fréchet-Urysohn property are introduced and studied. We also str...
Necessary and sufficient conditions for a Hausdorff Lindelof space to be embeddable in a Hausdorff K...
International audienceWe study the analytic structure of the space of germs of an analytic function ...
AbstractWe study sequential convergence in spaces with analytic topologies avoiding thus a number of...
In this Thesis, we study topologies on countable sets from the perspective of Tukey reductions of th...
In this Thesis, we study topologies on countable sets from the perspective of Tukey reductions of th...
0. Many classical theorems concerning metrizability of topological spaces are well known (see e.g. [...
A number of mathematicians have studied the efficacy of using the summability property for topologic...
A number of mathematicians have studied the efficacy of using the summability property for topologic...
Abstract. First, we introduce sequential convergence structures and characterize Fréchet spaces and ...
Abstract. First, we introduce sequential convergence structures and characterize Fréchet spaces and ...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
The class of sequential spaces and its successive smaller subclasses, the Fréchet spaces and the fir...
The class of sequential spaces and its successive smaller subclasses, the Fréchet spaces and the fir...
summary:Some strong versions of the Fréchet-Urysohn property are introduced and studied. We also str...
Necessary and sufficient conditions for a Hausdorff Lindelof space to be embeddable in a Hausdorff K...
International audienceWe study the analytic structure of the space of germs of an analytic function ...
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