Anti-basis theorems for higher Aronszajn lines, part 6
Seminar
Speaker
Assaf Rinot
Date
30/09/2024 - 11:59 - 10:00Add to Calendar
2024-09-30 10:00:00
2024-09-30 11:59:00
Anti-basis theorems for higher Aronszajn lines, part 6
Let lambda be a regular uncountable cardinal that is non-ineffable, and consider the class C of all special lambda^+-Aronszajn trees ordered by the relation of weak embeddability. We shall prove that the if above class is nonempty then it moreover contains a copy of (lambda^+,\subseteq).
Seminar room
אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
public
Place
Seminar room
Abstract
Let lambda be a regular uncountable cardinal that is non-ineffable, and consider the class C of all special lambda^+-Aronszajn trees ordered by the relation of weak embeddability. We shall prove that the if above class is nonempty then it moreover contains a copy of (lambda^+,\subseteq).
Last Updated Date : 29/09/2024
