From colorings to topology
Seminar
Speaker
Yuval Hachatrian
Date
10/11/2013 - 10:10Add to Calendar
2013-11-10 10:10:00
2013-11-10 10:10:00
From colorings to topology
An L-space is a regular topological space which is hereditary Lindelof, but not separable. Yuval will present a sufficient condition for the existence of an L-space: a combination of an uncountable b-universal sequence, and an L-syndetic coloring give rise to such a space.
Lecture notes
אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
public
Abstract
An L-space is a regular topological space which is hereditary Lindelof, but not separable. Yuval will present a sufficient condition for the existence of an L-space: a combination of an uncountable b-universal sequence, and an L-syndetic coloring give rise to such a space.
Last Updated Date : 03/11/2013
