AbstractIn this paper we extend previous studies of selection principles for families of open covers of sets of real numbers to also include families of countable Borel covers. The main results of the paper could be summarized as follows: (1)Some of the classes which were different for open covers are equal for Borel covers—Section 1.(2)Some Borel classes coincide with classes that have been studied under a different guise by other authors—Section 4
We consider player TWO of the game G1(A,B) when A and B are special classes of open covers of metriz...
We study several schemas for generating from one sort of open cover of a topological space a second ...
AbstractWe examine Menger-bounded (=o-bounded) and Rothberger-bounded groups. We give internal chara...
AbstractIn this paper we extend previous studies of selection principles for families of open covers...
In this paper we extend previous studies of selection principles for families of open covers of sets...
AbstractFor each space, Ufin(Γ,Ω) is equivalent to Sfin(Ω,Owgp) and this selection property has game...
AbstractDaniels (1988) started an investigation of the duality between selection hypotheses for X⫅R ...
We study diagonalizations of covers using various selectionprinciples, where the covers are related ...
AbstractWe continue to investigate various diagonalization properties for sequences of open covers o...
AbstractWe study topological games motivated by selection procedures for families of open sets. We e...
AbstractWe solve four out of the six open problems concerning critical cardinalities of topological ...
We consider the following two selection principles for topological spaces: [Principle 1:] { For each...
he aim of this thesis is to make a compilation on the theory named as infinite combinatorialtopology ...
Some of the covering properties of spaces as defined in Parts I and II are here characterized by gam...
In this paper we prove that if there is a Borel-cover γ-set of car-dinality the continuum, then ther...
We consider player TWO of the game G1(A,B) when A and B are special classes of open covers of metriz...
We study several schemas for generating from one sort of open cover of a topological space a second ...
AbstractWe examine Menger-bounded (=o-bounded) and Rothberger-bounded groups. We give internal chara...
AbstractIn this paper we extend previous studies of selection principles for families of open covers...
In this paper we extend previous studies of selection principles for families of open covers of sets...
AbstractFor each space, Ufin(Γ,Ω) is equivalent to Sfin(Ω,Owgp) and this selection property has game...
AbstractDaniels (1988) started an investigation of the duality between selection hypotheses for X⫅R ...
We study diagonalizations of covers using various selectionprinciples, where the covers are related ...
AbstractWe continue to investigate various diagonalization properties for sequences of open covers o...
AbstractWe study topological games motivated by selection procedures for families of open sets. We e...
AbstractWe solve four out of the six open problems concerning critical cardinalities of topological ...
We consider the following two selection principles for topological spaces: [Principle 1:] { For each...
he aim of this thesis is to make a compilation on the theory named as infinite combinatorialtopology ...
Some of the covering properties of spaces as defined in Parts I and II are here characterized by gam...
In this paper we prove that if there is a Borel-cover γ-set of car-dinality the continuum, then ther...
We consider player TWO of the game G1(A,B) when A and B are special classes of open covers of metriz...
We study several schemas for generating from one sort of open cover of a topological space a second ...
AbstractWe examine Menger-bounded (=o-bounded) and Rothberger-bounded groups. We give internal chara...