Anti-basis theorems for higher Aronszajn lines, part 11
Seminar
Speaker
Assaf Rinot
Date
14/11/2024 - 17:00 - 15:00Add to Calendar
2024-11-14 15:00:00
2024-11-14 17:00:00
Anti-basis theorems for higher Aronszajn lines, part 11
We prove that for every regular kappa above Aleph_1, if square(kappa) holds, then there exists a C-sequence over kappa for which the corresponding T(rho_0) satisfies a strong negative partition relation (see Definition 2.9 of our preprint). To mitigate for the lack of a nonreflecting stationary set, the proof goes through a division into four cases.
Seminar room
אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
public
Place
Seminar room
Abstract
We prove that for every regular kappa above Aleph_1, if square(kappa) holds, then there exists a C-sequence over kappa for which the corresponding T(rho_0) satisfies a strong negative partition relation (see Definition 2.9 of our preprint). To mitigate for the lack of a nonreflecting stationary set, the proof goes through a division into four cases.
Last Updated Date : 12/11/2024