Date: Thu, May 14, 2015
Time: 18:15 - 19:15
Venue: Room 1106
Title: Random Lipschitz mappings from trees to bi-infinite paths
Loebl, Nešetřil and Reed proposed a conjecture on random Lipschitz mappings from arbitrary graphs to bi-infinite paths. We prove a weaker version of the conjecture in which we replace arbitrary graphs by arbitrary trees.
This is joint work with Yaokun Wu and Zeying Xu.