Anti-Ramsey colorings of the rational numbers, part 2
Seminar
Speaker
Lidor Eldabah
Date
27/10/2013 - 10:00Add to Calendar
2013-10-27 10:00:00
2013-10-27 10:00:00
Anti-Ramsey colorings of the rational numbers, part 2
Lidor will present a proof of Todorcevic's theorem stating that there is a continuous coloring of all triples of rational numbers in coutnably many colors, in such a way that for any topological copy C of the rationals and any possible color k, there exists a triple in C that is colored with the desired color k.
Lecture notes
אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
public
Abstract
Lidor will present a proof of Todorcevic's theorem stating that there is a continuous coloring of all triples of rational numbers in coutnably many colors, in such a way that for any topological copy C of the rationals and any possible color k, there exists a triple in C that is colored with the desired color k.
Last Updated Date : 27/10/2013
