AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this to consider two problems, one from measure theory (Fremlin, 1993, DV) and one from topology (Arkhangel'skii, 1978, Problem 17)
AbstractWe continue the study of Selectively Separable (SS) and, a game-theoretic strengthening, str...
We define a class of random measures, spatially independent martingales, which we view as a natural ...
We investigate notions of randomness in the space C2N of non-empty closed subsets of f0, 1gN. A pro...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
Abstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then aft...
AbstractIn this note I will present a proof that, assuming PFA, if R is a measure algebra then after...
AbstractWe present an axiom and combinatorics approach to recent results of Balogh. Specifically we ...
AbstractIt is shown that in the model obtained by adding κ many random reals, where κ is a supercomp...
AbstractCircumstances in which the countable chain condition implies separability are investigated. ...
AbstractIn this article I will analyze the impact of forcing with a measure algebra on various topol...
[EN] A theory of random Borel sets is presented, based on dyadic resolutions of compact metric space...
AbstractThe continuum Hypothesis implies that there is a compact Hausdorff space which is hereditari...
AbstractFollowing a suggestion of Zvonkin and Levin, we generalize Martin-Löf’s definition of infini...
AbstractWe show that it is consistent with ZFC that there exists a compact 0-dimensional Hausdorff s...
AbstractWe prove that if K is a compact metrizable space and if X is separable and completely metriz...
AbstractWe continue the study of Selectively Separable (SS) and, a game-theoretic strengthening, str...
We define a class of random measures, spatially independent martingales, which we view as a natural ...
We investigate notions of randomness in the space C2N of non-empty closed subsets of f0, 1gN. A pro...
AbstractWe prove a “random” version of a natural statement about countable set-mappings and use this...
Abstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then aft...
AbstractIn this note I will present a proof that, assuming PFA, if R is a measure algebra then after...
AbstractWe present an axiom and combinatorics approach to recent results of Balogh. Specifically we ...
AbstractIt is shown that in the model obtained by adding κ many random reals, where κ is a supercomp...
AbstractCircumstances in which the countable chain condition implies separability are investigated. ...
AbstractIn this article I will analyze the impact of forcing with a measure algebra on various topol...
[EN] A theory of random Borel sets is presented, based on dyadic resolutions of compact metric space...
AbstractThe continuum Hypothesis implies that there is a compact Hausdorff space which is hereditari...
AbstractFollowing a suggestion of Zvonkin and Levin, we generalize Martin-Löf’s definition of infini...
AbstractWe show that it is consistent with ZFC that there exists a compact 0-dimensional Hausdorff s...
AbstractWe prove that if K is a compact metrizable space and if X is separable and completely metriz...
AbstractWe continue the study of Selectively Separable (SS) and, a game-theoretic strengthening, str...
We define a class of random measures, spatially independent martingales, which we view as a natural ...
We investigate notions of randomness in the space C2N of non-empty closed subsets of f0, 1gN. A pro...
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