AbstractIn this article I will analyze the impact of forcing with a measure algebra on various topological statements. In particular our interest will focus on the study of hereditary separability and the hereditary Lindelöf property in the classes of compact, extremally disconnected, and cometrizable spaces
I offer some notes on a general construction of topological spaces in forcing models. I follow Kunen...
Die vorliegende Dissertation verwendet die forcing Methode für Untersuchungen an den reellen Zahlen ...
AbstractBrendle, J., H. Judah and S. Shelah, Combinatorial properties of Hechler forcing, Annals of ...
AbstractIn this article I will analyze the impact of forcing with a measure algebra on various topol...
grantor: University of TorontoWe study the influence of the fundamental forcing notions, C...
Abstract. We present a notion of forcing that can be used, in conjunction with other results, to sho...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
AbstractWe continue the study of Selectively Separable (SS) and, a game-theoretic strengthening, str...
This note deals with a problem of the probabilistic Ramsey theory in functional analysis. G...
In this paper we introduce a tree-like forcing notion extending some properties of the random forcin...
In the work, it is given the normal functor F acting in the category of compacts and their continuou...
AbstractFollowing a suggestion of Zvonkin and Levin, we generalize Martin-Löf’s definition of infini...
We investigate properties of the class of compact spaces on which every regular Borel measure is sep...
AbstractIn this note I will present a proof that, assuming PFA, if R is a measure algebra then after...
Abstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then aft...
I offer some notes on a general construction of topological spaces in forcing models. I follow Kunen...
Die vorliegende Dissertation verwendet die forcing Methode für Untersuchungen an den reellen Zahlen ...
AbstractBrendle, J., H. Judah and S. Shelah, Combinatorial properties of Hechler forcing, Annals of ...
AbstractIn this article I will analyze the impact of forcing with a measure algebra on various topol...
grantor: University of TorontoWe study the influence of the fundamental forcing notions, C...
Abstract. We present a notion of forcing that can be used, in conjunction with other results, to sho...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
AbstractWe continue the study of Selectively Separable (SS) and, a game-theoretic strengthening, str...
This note deals with a problem of the probabilistic Ramsey theory in functional analysis. G...
In this paper we introduce a tree-like forcing notion extending some properties of the random forcin...
In the work, it is given the normal functor F acting in the category of compacts and their continuou...
AbstractFollowing a suggestion of Zvonkin and Levin, we generalize Martin-Löf’s definition of infini...
We investigate properties of the class of compact spaces on which every regular Borel measure is sep...
AbstractIn this note I will present a proof that, assuming PFA, if R is a measure algebra then after...
Abstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then aft...
I offer some notes on a general construction of topological spaces in forcing models. I follow Kunen...
Die vorliegende Dissertation verwendet die forcing Methode für Untersuchungen an den reellen Zahlen ...
AbstractBrendle, J., H. Judah and S. Shelah, Combinatorial properties of Hechler forcing, Annals of ...