AbstractWe prove that the asterisk topologies on the direct sum of topological Abelian groups, used by Kaplan and Banaszczyk in duality theory, are different. However, in the category of locally quasi-convex groups they do not differ, and coincide with the coproduct topology
We prove that direct and inverse limits of sequences of reflexive Abelian groups that are metrizable ...
AbstractWe provide a general framework for the study of the finest linear (locally convex) topology ...
AbstractFréchet–Urysohn (briefly F-U) property for topological spaces is known to be highly non-mult...
AbstractWe prove that the asterisk topologies on the direct sum of topological Abelian groups, used ...
We prove that the asterisk topologies on the direct sum of topological Abelian groups, used by Kapl...
We prove that the asterisk topologies on the direct sum of topological Abelian groups, used by Kapl...
AbstractThis paper is a study of certain topological group topologies on the weak or restricted dire...
[EN] In this paper we give two families of non-metrizable topologies on the group of the integers ha...
AbstractThis paper is a study of certain topological group topologies on the weak or restricted dire...
AbstractIn ZF, i.e., Zermelo–Fraenkel set theory without the axiom of choice, the category Top of to...
AbstractWe continue from “part I” our address of the following situation. For a Tychonoff space Y, t...
AbstractWe prove that direct and inverse limits of sequences of reflexive Abelian groups that are me...
AbstractWe show that every abelian topological group contains many interesting sets which are both c...
summary:The Noetherian type of topological spaces is introduced. Connections between the Noetherian ...
summary:The Noetherian type of topological spaces is introduced. Connections between the Noetherian ...
We prove that direct and inverse limits of sequences of reflexive Abelian groups that are metrizable ...
AbstractWe provide a general framework for the study of the finest linear (locally convex) topology ...
AbstractFréchet–Urysohn (briefly F-U) property for topological spaces is known to be highly non-mult...
AbstractWe prove that the asterisk topologies on the direct sum of topological Abelian groups, used ...
We prove that the asterisk topologies on the direct sum of topological Abelian groups, used by Kapl...
We prove that the asterisk topologies on the direct sum of topological Abelian groups, used by Kapl...
AbstractThis paper is a study of certain topological group topologies on the weak or restricted dire...
[EN] In this paper we give two families of non-metrizable topologies on the group of the integers ha...
AbstractThis paper is a study of certain topological group topologies on the weak or restricted dire...
AbstractIn ZF, i.e., Zermelo–Fraenkel set theory without the axiom of choice, the category Top of to...
AbstractWe continue from “part I” our address of the following situation. For a Tychonoff space Y, t...
AbstractWe prove that direct and inverse limits of sequences of reflexive Abelian groups that are me...
AbstractWe show that every abelian topological group contains many interesting sets which are both c...
summary:The Noetherian type of topological spaces is introduced. Connections between the Noetherian ...
summary:The Noetherian type of topological spaces is introduced. Connections between the Noetherian ...
We prove that direct and inverse limits of sequences of reflexive Abelian groups that are metrizable ...
AbstractWe provide a general framework for the study of the finest linear (locally convex) topology ...
AbstractFréchet–Urysohn (briefly F-U) property for topological spaces is known to be highly non-mult...
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