Add to ORKGIn this paper we compute transitive cardinal coefficients of ideals on gen-eralized Cantor spaces. In particular, we observe that there exists a null set A ⊆ 2ω1 such that for every null set B ⊆ 2ω1 we can find x ∈ 2ω1 such that the set A ∪ (A+ x) cannot be covered by any translation of the set B
Abstract. We study cardinal invariants connected to certain classical order-ings on the family of id...
In this paper we consider models of set theory in which the continuum has cofinality ω v We show tha...
With interesting topological properties, the Cantor set is worth studying for itself. In other areas...
In this paper we present a wide range of results connected with transitive properties of ideals. In ...
In this paper we compute transitive cardinal coefficients of the σ-ideal S2, the least nontrivial pr...
Abstract. We define and investigate some new ideals of subsets of the Cantor space and the Baire spa...
In this thesis, we consider the construction of the Cantor set with its unique mathematical properti...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
This thesis covers the Cantor Ternary Set and generalizations of the Cantor Set, and gives a complet...
The purpose of this paper is to explore some of the properties of the Cantor set and to extend the i...
We analyze the structure and the regularity of a broad class of Cantor sets. We provide criteria, an...
We prove that generalized Cantor sets of class α, α ≠ 2, have the extension property iff α < 2. Thus...
Abstract. In this paper we focus on subspaces of Banach spaces that are (a,B, c)-ideals. We study (a...
Abstract. We construct a σ-ideal of subsets of the Cantor space which is productive but does not hav...
AbstractFor a large class of Cantor sets on the real-line, we find sufficient and necessary conditio...
Abstract. We study cardinal invariants connected to certain classical order-ings on the family of id...
In this paper we consider models of set theory in which the continuum has cofinality ω v We show tha...
With interesting topological properties, the Cantor set is worth studying for itself. In other areas...
In this paper we present a wide range of results connected with transitive properties of ideals. In ...
In this paper we compute transitive cardinal coefficients of the σ-ideal S2, the least nontrivial pr...
Abstract. We define and investigate some new ideals of subsets of the Cantor space and the Baire spa...
In this thesis, we consider the construction of the Cantor set with its unique mathematical properti...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
This thesis covers the Cantor Ternary Set and generalizations of the Cantor Set, and gives a complet...
The purpose of this paper is to explore some of the properties of the Cantor set and to extend the i...
We analyze the structure and the regularity of a broad class of Cantor sets. We provide criteria, an...
We prove that generalized Cantor sets of class α, α ≠ 2, have the extension property iff α < 2. Thus...
Abstract. In this paper we focus on subspaces of Banach spaces that are (a,B, c)-ideals. We study (a...
Abstract. We construct a σ-ideal of subsets of the Cantor space which is productive but does not hav...
AbstractFor a large class of Cantor sets on the real-line, we find sufficient and necessary conditio...
Abstract. We study cardinal invariants connected to certain classical order-ings on the family of id...
In this paper we consider models of set theory in which the continuum has cofinality ω v We show tha...
With interesting topological properties, the Cantor set is worth studying for itself. In other areas...