summary:We show that the ideal of nowhere dense subsets of rationals cannot be extended to an analytic P-ideal, $F_\sigma$ ideal nor maximal P-ideal. We also consider a problem of extendability to a non-meager P-ideals (in particular, to maximal P-ideals)
The ideal (v0) is known in the literature and is naturally linked to the structure [ω]ω. We consider...
summary:Solecki has shown that a broad natural class of $G_{\delta}$ ideals of compact sets can be r...
AbstractWe investigate cardinal invariants related to the structure Dense(Q)/nwd of dense sets of ra...
summary:We show that the ideal of nowhere dense subsets of rationals cannot be extended to an analyt...
In this paper, we consider the ideal I¾ generated by all ¾-nowhere dense sets in a topological space...
We consider for any topologies τ1 ⊆ τ2 the ideal of sets A such that for each nonempty U ∈ τ2 there ...
For any prime number $p$, we study local triviality of the ideal class group of the ${\boldsymbol Z}...
Let M and P be right R−modules. A submodule K of an R−module M is called P−dense if for each m ∈ M,...
In this paper, we consider the ideal Iσ generated by all σ-nowhere dense sets in a topological space...
In this thesis we study the topologies formed by a modification of some given topology using ideals ...
AbstractLet X be a set and let I be an ideal on X. In this paper we show how to find a topology τ on...
Abstract. In ideal topological spaces,?-dense in itself subsets are used to characterize ideals and ...
Let I be an analytic P-ideal [respectively, a summable ideal] on the positive integers and let (xn) ...
We shall discuss the local triviality in the ideal class group of the basic $\mathbf Z p$-extension ...
summary:The spaces $X$ in which every prime $z^\circ $-ideal of $C(X)$ is either minimal or maxima...
The ideal (v0) is known in the literature and is naturally linked to the structure [ω]ω. We consider...
summary:Solecki has shown that a broad natural class of $G_{\delta}$ ideals of compact sets can be r...
AbstractWe investigate cardinal invariants related to the structure Dense(Q)/nwd of dense sets of ra...
summary:We show that the ideal of nowhere dense subsets of rationals cannot be extended to an analyt...
In this paper, we consider the ideal I¾ generated by all ¾-nowhere dense sets in a topological space...
We consider for any topologies τ1 ⊆ τ2 the ideal of sets A such that for each nonempty U ∈ τ2 there ...
For any prime number $p$, we study local triviality of the ideal class group of the ${\boldsymbol Z}...
Let M and P be right R−modules. A submodule K of an R−module M is called P−dense if for each m ∈ M,...
In this paper, we consider the ideal Iσ generated by all σ-nowhere dense sets in a topological space...
In this thesis we study the topologies formed by a modification of some given topology using ideals ...
AbstractLet X be a set and let I be an ideal on X. In this paper we show how to find a topology τ on...
Abstract. In ideal topological spaces,?-dense in itself subsets are used to characterize ideals and ...
Let I be an analytic P-ideal [respectively, a summable ideal] on the positive integers and let (xn) ...
We shall discuss the local triviality in the ideal class group of the basic $\mathbf Z p$-extension ...
summary:The spaces $X$ in which every prime $z^\circ $-ideal of $C(X)$ is either minimal or maxima...
The ideal (v0) is known in the literature and is naturally linked to the structure [ω]ω. We consider...
summary:Solecki has shown that a broad natural class of $G_{\delta}$ ideals of compact sets can be r...
AbstractWe investigate cardinal invariants related to the structure Dense(Q)/nwd of dense sets of ra...