AbstractBartoszynski, T. and S. Shelah, Closed measure zero sets, Annals of Pure and Applied Logic 58 (1992) 93–110.We study the relationship between the σ-ideal generated by closed measure zero sets and the ideals of null and meager sets. We show that the additivity of the ideal of closed measure zero sets is not bigger than covering for category. As a consequence we get that the additivity of the ideal of closed measure zero sets is equal to the additivity of the ideal of meager sets
Let \(X\) be a complete metric space, and \(S\) the union of a finite number of strict contractions ...
Udostępnienie publikacji Wydawnictwa Uniwersytetu Łódzkiego finansowane w ramach projektu „Doskonało...
summary:We calculate the cardinal characteristics of the $\sigma$-ideal $\Cal H\Cal N(G)$ of Haar nu...
AbstractBartoszynski, T. and S. Shelah, Closed measure zero sets, Annals of Pure and Applied Logic 5...
We propose a reformulation of the ideal $\mathcal{N}$ of Lebesgue measure zero sets of reals modulo ...
In this note we will show that for every natural number n \u3e 0 there exists an S ⊂ [0, 1] such tha...
summary:We develop a theory of sharp measure zero sets that parallels Borel's strong measure zero, a...
In 2002, Yorioka [Y02] introduced the sigma-ideal I_f for increasing functions f from omega to ome...
For any subset C of R there is a subset A of C such that A+A has inner measure zero and outer measur...
Let $\mathcal{SN}$ be the $\sigma$-ideal of the strong measure zero sets of reals. We present genera...
AbstractWe study topological games motivated by selection procedures for families of open sets. We e...
AbstractWe will show that, consistently, every uncountable set can be continuously mapped onto a non...
AbstractLet I0 be the σ-ideal of subsets of a Polish group generated by Borel sets which have perfec...
AbstractAssuming Martin's axiom MA, we define a homeomorphism between two strong measure zero sets i...
In this note we will show that for every natural number n> 0 there exists an S ⊂ [0, 1] such that...
Let \(X\) be a complete metric space, and \(S\) the union of a finite number of strict contractions ...
Udostępnienie publikacji Wydawnictwa Uniwersytetu Łódzkiego finansowane w ramach projektu „Doskonało...
summary:We calculate the cardinal characteristics of the $\sigma$-ideal $\Cal H\Cal N(G)$ of Haar nu...
AbstractBartoszynski, T. and S. Shelah, Closed measure zero sets, Annals of Pure and Applied Logic 5...
We propose a reformulation of the ideal $\mathcal{N}$ of Lebesgue measure zero sets of reals modulo ...
In this note we will show that for every natural number n \u3e 0 there exists an S ⊂ [0, 1] such tha...
summary:We develop a theory of sharp measure zero sets that parallels Borel's strong measure zero, a...
In 2002, Yorioka [Y02] introduced the sigma-ideal I_f for increasing functions f from omega to ome...
For any subset C of R there is a subset A of C such that A+A has inner measure zero and outer measur...
Let $\mathcal{SN}$ be the $\sigma$-ideal of the strong measure zero sets of reals. We present genera...
AbstractWe study topological games motivated by selection procedures for families of open sets. We e...
AbstractWe will show that, consistently, every uncountable set can be continuously mapped onto a non...
AbstractLet I0 be the σ-ideal of subsets of a Polish group generated by Borel sets which have perfec...
AbstractAssuming Martin's axiom MA, we define a homeomorphism between two strong measure zero sets i...
In this note we will show that for every natural number n> 0 there exists an S ⊂ [0, 1] such that...
Let \(X\) be a complete metric space, and \(S\) the union of a finite number of strict contractions ...
Udostępnienie publikacji Wydawnictwa Uniwersytetu Łódzkiego finansowane w ramach projektu „Doskonało...
summary:We calculate the cardinal characteristics of the $\sigma$-ideal $\Cal H\Cal N(G)$ of Haar nu...