DOIAbstract
AbstractA nonempty topological space is resolvable if it contains two complementary dense subsets. The aim of this paper is to study resolvability modulo an ideal and to prove that the density topology is resolvable
AbstractA nonempty topological space is resolvable if it contains two complementary dense subsets. The aim of this paper is to study resolvability modulo an ideal and to prove that the density topology is resolvable
summary:It is proved that every uncountable $\omega$-bounded group and every homogeneous space conta...
In this thesis we study the topologies formed by a modification of some given topology using ideals ...
AbstractIn a recent paper O. Pavlov proved the following two interesting resolvability results:(1)If...
AbstractA nonempty topological space is resolvable if it contains two complementary dense subsets. T...
AbstractResolvability of spaces whose extent (spread) is less than the dispersion character is inves...
AbstractFollowing guidance from the Organizing Committee, the authors give a brief introduction to t...
summary:We show a new theorem which is a sufficient condition for maximal resolvability of a topolog...
summary:We prove resolvability and maximal resolvability of topological spaces having countable tigh...
A topological space is called resolvable if it is a union of two disjoint dense subsets, and is n-re...
In this paper we study topological spaces whose F-re ections are resolv- able. In particular, the re...
Abstract. The notion of the resolvability of a topological space was introduced by E. Hewitt [8]. Re...
AbstractWe show that a T1 space X is resolvable if the set of limit points λ (X) of various simultan...
In this paper some properties of open hereditarily irresolvable spaces are obtained and the topology...
O principal objetivo deste trabalho é apresentar um estudo sistemático da teoria dos espaços topológ...
We consider for any topologies τ1 ⊆ τ2 the ideal of sets A such that for each nonempty U ∈ τ2 there ...
summary:It is proved that every uncountable $\omega$-bounded group and every homogeneous space conta...
In this thesis we study the topologies formed by a modification of some given topology using ideals ...
AbstractIn a recent paper O. Pavlov proved the following two interesting resolvability results:(1)If...
AbstractA nonempty topological space is resolvable if it contains two complementary dense subsets. T...
AbstractResolvability of spaces whose extent (spread) is less than the dispersion character is inves...
AbstractFollowing guidance from the Organizing Committee, the authors give a brief introduction to t...
summary:We show a new theorem which is a sufficient condition for maximal resolvability of a topolog...
summary:We prove resolvability and maximal resolvability of topological spaces having countable tigh...
A topological space is called resolvable if it is a union of two disjoint dense subsets, and is n-re...
In this paper we study topological spaces whose F-re ections are resolv- able. In particular, the re...
Abstract. The notion of the resolvability of a topological space was introduced by E. Hewitt [8]. Re...
AbstractWe show that a T1 space X is resolvable if the set of limit points λ (X) of various simultan...
In this paper some properties of open hereditarily irresolvable spaces are obtained and the topology...
O principal objetivo deste trabalho é apresentar um estudo sistemático da teoria dos espaços topológ...
We consider for any topologies τ1 ⊆ τ2 the ideal of sets A such that for each nonempty U ∈ τ2 there ...
summary:It is proved that every uncountable $\omega$-bounded group and every homogeneous space conta...
In this thesis we study the topologies formed by a modification of some given topology using ideals ...
AbstractIn a recent paper O. Pavlov proved the following two interesting resolvability results:(1)If...
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