Partition subalgebras for maximal almost disjoint families

Annals of Pure and Applied Logic 117 (1-3):223-259 (2002)
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Abstract

Partitioner algebras are defined by Baumgartner and Weese 619) as a natural tool for studying the properties of maximal almost disjoint families of subsets of ω. We prove from PFA+ and that there exists a partitioner algebra which contains a subalgebra which is not representable as a partitioner algebra

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