Chang's Conjecture, club-increasing sequences, and P_max forcing, Part 2
Seminar
Speaker
Chris Lambie-Hanson (BIU)
Date
11/06/2018 - 15:10 - 13:00Add to Calendar
2018-06-11 13:00:00
2018-06-11 15:10:00
Chang's Conjecture, club-increasing sequences, and P_max forcing, Part 2
In this talk, we will continue the investigation of questions involving Chang's Conjectures and the existence of certain club-increasing sequences. We begin by finishing our introduction of P_max forcing and sketching proofs of the facts that comprise the basic analysis thereof. We then present Larson's P_max variation that can be used to force the existence of a club-increasing sequence of length omega_2 in omega^omega over a model of AD^+ + V=L(A,R).
Building 507, Room 204
אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
public
Place
Building 507, Room 204
Abstract
In this talk, we will continue the investigation of questions involving Chang's Conjectures and the existence of certain club-increasing sequences. We begin by finishing our introduction of P_max forcing and sketching proofs of the facts that comprise the basic analysis thereof. We then present Larson's P_max variation that can be used to force the existence of a club-increasing sequence of length omega_2 in omega^omega over a model of AD^+ + V=L(A,R).
Last Updated Date : 07/06/2018
