Add to ORKGAbstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then after forcing with R every uncount-able locally compact locally countable cometrizable space contains an uncountable discrete set. The lemmas and techniques will be presented in a general form as they may be applicable to other problems. 1
ABSTRACT. Let X be a completely regular, Hausdorff space and let R be the set of points in X which d...
Let X be a completely regular, Hausdorff space and let R be the set of points in X which do not poss...
AbstractAssuming a measurable cardinal exists, we construct a pair of discretely generated spaces wh...
AbstractIn this note I will present a proof that, assuming PFA, if R is a measure algebra then after...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
AbstractContinuing the study initiated by Dow, Tkachenko, Tkachuk and Wilson, we prove that countabl...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
Abstract. We give a partial solution to a question by Alas, Junqueria and Wilson by proving that und...
AbstractFor every zero-dimensional space E of non-measurable cardinality we construct a zero-dimensi...
summary:In this paper we show that a separable space cannot include closed discrete subsets which ha...
Acesso restrito: Texto completo. p. 358-368.We show that separable, locally compact spaces with prop...
AbstractWe present an axiom and combinatorics approach to recent results of Balogh. Specifically we ...
In this article, we use the concept of regular open sets to define a generalization of the countabil...
This chapter discusses what completely regular space (X) can be characterized by the fact that some,...
Hereditarily locally compact spaces are characterized as those locally compact spaces which are simp...
ABSTRACT. Let X be a completely regular, Hausdorff space and let R be the set of points in X which d...
Let X be a completely regular, Hausdorff space and let R be the set of points in X which do not poss...
AbstractAssuming a measurable cardinal exists, we construct a pair of discretely generated spaces wh...
AbstractIn this note I will present a proof that, assuming PFA, if R is a measure algebra then after...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
AbstractContinuing the study initiated by Dow, Tkachenko, Tkachuk and Wilson, we prove that countabl...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
Abstract. We give a partial solution to a question by Alas, Junqueria and Wilson by proving that und...
AbstractFor every zero-dimensional space E of non-measurable cardinality we construct a zero-dimensi...
summary:In this paper we show that a separable space cannot include closed discrete subsets which ha...
Acesso restrito: Texto completo. p. 358-368.We show that separable, locally compact spaces with prop...
AbstractWe present an axiom and combinatorics approach to recent results of Balogh. Specifically we ...
In this article, we use the concept of regular open sets to define a generalization of the countabil...
This chapter discusses what completely regular space (X) can be characterized by the fact that some,...
Hereditarily locally compact spaces are characterized as those locally compact spaces which are simp...
ABSTRACT. Let X be a completely regular, Hausdorff space and let R be the set of points in X which d...
Let X be a completely regular, Hausdorff space and let R be the set of points in X which do not poss...
AbstractAssuming a measurable cardinal exists, we construct a pair of discretely generated spaces wh...