Add to ORKGNew results on the Baire product problem are presented. It is shown that an arbitrary product of almost locally ccc Baire spaces is Baire; moreover, the product of a Baire space and a 1st countable space which is ß-unfavorable in thestrong Choquet game is Baire
In the main result, partially answering a question of Telg´arsky,the following is proven: if X is a ...
AbstractThe status of the Baire Category Theorem in ZF (i.e., Zermelo–Fraenkel set theory without th...
AbstractMotivated by recent work, we establish the Baire Theorem in the broad context afforded by we...
It is well-known, that if X ×Y is a Baire space, then X, Y are Baire as well, and the converse is no...
Generalizing a theorem of Oxtoby, it is shown that an arbitrary product of Baire spaces which are al...
[EN] We show that if a product space $\mathit\Pi$ has countable cellularity, then a dense subspace $...
We show that if a product space Π has countable cellularity, then a dense subspace X of Π is Baire p...
A topological space $X$ is Baire if the Baire Category Theorem holds for $X$, i.e., the intersection...
We show that if a product space $\mathit\Pi$ has countable cellularity, then a dense subspace $X$ of...
A topological space $X$ is Baire if the intersection of any sequence of open dense subsets of $X$ is...
In this work we study Baire spaces and analyze the problem of product of Baire spaces. Then we prese...
summary:In ZF (i.e., Zermelo-Fraenkel set theory without the Axiom of Choice) the following statemen...
summary:In ZF (i.e., Zermelo-Fraenkel set theory without the Axiom of Choice) the following statemen...
The class of pseudo-complete spaces defined by Oxtoby is one of the largest known classes ^ with the...
We prove that if the Vietoris hyperspace CL(X) of all nonempty closed subsets of a space X is Baire,...
In the main result, partially answering a question of Telg´arsky,the following is proven: if X is a ...
AbstractThe status of the Baire Category Theorem in ZF (i.e., Zermelo–Fraenkel set theory without th...
AbstractMotivated by recent work, we establish the Baire Theorem in the broad context afforded by we...
It is well-known, that if X ×Y is a Baire space, then X, Y are Baire as well, and the converse is no...
Generalizing a theorem of Oxtoby, it is shown that an arbitrary product of Baire spaces which are al...
[EN] We show that if a product space $\mathit\Pi$ has countable cellularity, then a dense subspace $...
We show that if a product space Π has countable cellularity, then a dense subspace X of Π is Baire p...
A topological space $X$ is Baire if the Baire Category Theorem holds for $X$, i.e., the intersection...
We show that if a product space $\mathit\Pi$ has countable cellularity, then a dense subspace $X$ of...
A topological space $X$ is Baire if the intersection of any sequence of open dense subsets of $X$ is...
In this work we study Baire spaces and analyze the problem of product of Baire spaces. Then we prese...
summary:In ZF (i.e., Zermelo-Fraenkel set theory without the Axiom of Choice) the following statemen...
summary:In ZF (i.e., Zermelo-Fraenkel set theory without the Axiom of Choice) the following statemen...
The class of pseudo-complete spaces defined by Oxtoby is one of the largest known classes ^ with the...
We prove that if the Vietoris hyperspace CL(X) of all nonempty closed subsets of a space X is Baire,...
In the main result, partially answering a question of Telg´arsky,the following is proven: if X is a ...
AbstractThe status of the Baire Category Theorem in ZF (i.e., Zermelo–Fraenkel set theory without th...
AbstractMotivated by recent work, we establish the Baire Theorem in the broad context afforded by we...