AbstractIn our previous paper (Eda et al., to appear), we introduced a cardinal invariant b* and studied some properties of the cardinal b*. In the present paper we define new cardinal invariants which are related to Cichofi's diagram and generalize the notion of b*. We investigate the relations between them and other cardinals which appear in Cichoń's diagram
These are the lectures notes of the minicourse of three sessions presented by the author in the RIMS...
The main aim of this paper is to present a technical result, which provides an algorithm to prove se...
AbstractCardinal invariants of some topological linearly ordered spaces and of topological spaces wh...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
In this note, we relax the hypothesis of the main results in Kellner-Shelah-Tanasie's Another orderi...
Abstract These are expanded notes of a series of two lectures given at the meeting on axiomatic set ...
AbstractWe prove some consistency results about b(λ) and δ(λ), which are natural generalisations of ...
AbstractWe study various aspects of the size, including the cardinality, of closed unbounded subsets...
AbstractWe study various aspects of the size, including the cardinality, of closed unbounded subsets...
-cross topologies are introduced. Modifications of the Kuratowski-Ulam Theorem are considered. Cardi...
Covering properties are among the most important properties in topology. In most one wants to show c...
Let A stand for the class of all almost continuous functions from R to R and let A(A) be the smalles...
Let A stand for the class of all almost continuous functions from R to R and let A(A) be the smalles...
AbstractSeveral cardinal inequalities and identities concerning fragmentable and sigma-fragmentable ...
These are the lectures notes of the minicourse of three sessions presented by the author in the RIMS...
The main aim of this paper is to present a technical result, which provides an algorithm to prove se...
AbstractCardinal invariants of some topological linearly ordered spaces and of topological spaces wh...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
In this note, we relax the hypothesis of the main results in Kellner-Shelah-Tanasie's Another orderi...
Abstract These are expanded notes of a series of two lectures given at the meeting on axiomatic set ...
AbstractWe prove some consistency results about b(λ) and δ(λ), which are natural generalisations of ...
AbstractWe study various aspects of the size, including the cardinality, of closed unbounded subsets...
AbstractWe study various aspects of the size, including the cardinality, of closed unbounded subsets...
-cross topologies are introduced. Modifications of the Kuratowski-Ulam Theorem are considered. Cardi...
Covering properties are among the most important properties in topology. In most one wants to show c...
Let A stand for the class of all almost continuous functions from R to R and let A(A) be the smalles...
Let A stand for the class of all almost continuous functions from R to R and let A(A) be the smalles...
AbstractSeveral cardinal inequalities and identities concerning fragmentable and sigma-fragmentable ...
These are the lectures notes of the minicourse of three sessions presented by the author in the RIMS...
The main aim of this paper is to present a technical result, which provides an algorithm to prove se...
AbstractCardinal invariants of some topological linearly ordered spaces and of topological spaces wh...