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A minimal Kurepa tree with respect to club embeddings

Volume 245 / 2019

Hossein Lamei Ramandi Fundamenta Mathematicae 245 (2019), 293-304 MSC: Primary 03E05. DOI: 10.4064/fm593-6-2018 Published online: 8 February 2019

Abstract

We show it is consistent with $\mathrm {GCH}$ that there is a minimal Kurepa tree with respect to club embeddings. That is, there is a Kurepa tree $T$ which club embeds in all of its Kurepa subtrees in the sense of Abraham and Shelah (1985). Moreover, the Kurepa tree we introduce has no Aronszajn subtree.

Authors

  • Hossein Lamei RamandiDepartment of Mathematics
    University of Toronto
    Toronto, ON, Canada M5S 3G3
    e-mail

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