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A Large Pairwise Far Family of Aronszajn Trees

Published 5 Jan 2021 in math.LO | (2101.01814v5)

Abstract: We construct a large family of normal $\kappa$-complete $\mathbb{R}_\kappa$-embeddable non-special $\kappa+$-Aronszajn trees which have no club isomorphic subtrees using an instance of the proxy principle of Brodsky-Rinot.

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