Add to ORKGsummary:We study cardinal coefficients related to combinatorial properties of partitions of $\omega$ with respect to the order of almost containedness
The theory’s main theorem states that the cardinality of set parti-tions of size k on a carrier set ...
The tale and the goals The topos of this research can be traced back to 1878 when the mathematician ...
We prove some consistency results about b() and d(), which are natural generalisations of the cardi...
summary:We study cardinal coefficients related to combinatorial properties of partitions of $\omega$...
Abstract. We study cardinal invariants connected to certain classical order-ings on the family of id...
In this paper we will define a cardinal invariant corresponding to the independence number for parti...
In this paper we will define a cardinal invariant corresponding to the independence number for parti...
Abstract. Assuming the P-ideal dichotomy, we attempt to isolate those car-dinal characteristics of t...
In this paper we study the relationship between AD and strong partition properties of cardinals as w...
AbstractThis expository paper describes a number of theorems dealing with cardinal numbers associate...
summary:We denote by $K$ the class of all cardinals; put $K^{\prime }= K \cup \lbrace \infty \rbrac...
This paper investigates the relations K+--t (a): and its variants for uncountable cardinals K. First...
The partition property for measures on Pℋλ was formulated by analogy with a property which Rowbottom...
Abstract. We define two cardinal invariants of the continuum which arise natu-rally from combinatori...
AbstractFor any partially ordered set P, let dk(P)(d̂k(P)) denote the cardinality of the largest sub...
The theory’s main theorem states that the cardinality of set parti-tions of size k on a carrier set ...
The tale and the goals The topos of this research can be traced back to 1878 when the mathematician ...
We prove some consistency results about b() and d(), which are natural generalisations of the cardi...
summary:We study cardinal coefficients related to combinatorial properties of partitions of $\omega$...
Abstract. We study cardinal invariants connected to certain classical order-ings on the family of id...
In this paper we will define a cardinal invariant corresponding to the independence number for parti...
In this paper we will define a cardinal invariant corresponding to the independence number for parti...
Abstract. Assuming the P-ideal dichotomy, we attempt to isolate those car-dinal characteristics of t...
In this paper we study the relationship between AD and strong partition properties of cardinals as w...
AbstractThis expository paper describes a number of theorems dealing with cardinal numbers associate...
summary:We denote by $K$ the class of all cardinals; put $K^{\prime }= K \cup \lbrace \infty \rbrac...
This paper investigates the relations K+--t (a): and its variants for uncountable cardinals K. First...
The partition property for measures on Pℋλ was formulated by analogy with a property which Rowbottom...
Abstract. We define two cardinal invariants of the continuum which arise natu-rally from combinatori...
AbstractFor any partially ordered set P, let dk(P)(d̂k(P)) denote the cardinality of the largest sub...
The theory’s main theorem states that the cardinality of set parti-tions of size k on a carrier set ...
The tale and the goals The topos of this research can be traced back to 1878 when the mathematician ...
We prove some consistency results about b() and d(), which are natural generalisations of the cardi...