|Date: Thursday, February 17, 2022
Location: 2866 East Hall (4:00 PM to 5:30 PM)
Title: Equivalence of generic reals
Abstract: Given a countable transitive model of set theory and a partial order contained in it, there is a natural countable Borel equivalence relation on generic filters over the model; two are equivalent if they yield the same generic extension. We examine the complexity of this equivalence relation for various partial orders, focusing on Cohen and random forcing.
Speaker: Iian Smythe
Event Organizer: Andreas R Blass firstname.lastname@example.org