On the recent progress on Frankl's conjecture.
Alexander Kozachinskiy (Catholic University of Chile)
01-Feb-2023, 16:00-17:15 (22 months ago)
Abstract: Frankl's conjecture states that for any non-empty family of non-empty finite sets which is closed under finite union there exists an element belonging to at least 1/2 of the sets from the family. I will present a recent result of Gilmer that this conjecture holds for some positive constant.
Computer scienceMathematics
Audience: researchers in the discipline
Seminar on Algorithmic Aspects of Information Theory
Series comments: This online seminar is a follow up of the Dagstuhl Seminar 22301, www.dagstuhl.de/en/program/calendar/semhp/?semnr=22301.
Organizer: | Andrei Romashchenko* |
*contact for this listing |
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