Friday, September 25, 2020 1:00 pm
-
1:00 pm
EDT (GMT -04:00)
Title: Rota's Basis Conjecture holds asymptotically
Speaker: | Alexey Pokrovskiy |
Affiliation: | Birkbeck, University of London |
Zoom: | Please email Emma Watson |
Abstract:
Rota's Basis Conjecture is a well known problem, that states that for any collection of n bases in a rank n matroid, it is possible to decompose all the elements into n disjoint rainbow bases. Here an asymptotic version of this is will be discussed - that it is possible to find n − o(n) disjoint rainbow independent sets of size n − o(n).