The p-adic Kakeya conjecture
Combinatorics Seminar
23rd November 2021, 11:00 am – 12:00 pm
Virtual (online) Zoom seminar; a link will be sent to the Bristol Combinatorics Seminar and Heilbronn Number Theory Seminar mailing lists, the week before the seminar.
We prove that all bounded subsets of Q_p^n containing a line segment of unit length in every direction have Hausdorff and Minkowski dimension n. This is the analogue of the classical Kakeya conjecture with R replaced by Q_p.
Comments are closed.