Tag Archives: Reduced Power

P.O.I. Workshop in pure and descriptive set theory, September 2015

I gave an invited talk at the P.O.I Workshop in pure and descriptive set theory, Torino, September 26, 2015.  Title: 3-trees. Abstract: We inspect the constructions of four quite different 3-Souslin trees.

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Reduced powers of Souslin trees

Joint work with Ari Meir Brodsky. Abstract. We study the relationship between a κ-Souslin tree T and its reduced powers Tθ/U. Previous works addressed this problem from the viewpoint of a single power θ, whereas here, tools are developed … Continue reading

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