The tree property on a countable segment of successors of singular cardinals
Volume 240 / 2018
Fundamenta Mathematicae 240 (2018), 199-204
MSC: Primary 03E35, 03E55.
DOI: 10.4064/fm195-3-2017
Published online: 19 July 2017
Abstract
Starting from the existence of many supercompact cardinals, we construct a model of ${\rm ZFC}+{\rm GCH}$ in which the tree property holds at a countable segment of successors of singular cardinals.
