March 10, 2015
4:00 pm
-
5:00 pm
CH 312
Add to Calendar
2015-03-10 16:00:00
2015-03-10 17:00:00
K-theory/Motivic Homotopy Theory Seminar - Michel Brion
Speaker: Michel Brion, Institut Fourier, Grenoble, France.Title: Linearization of line bundlesAbstract: We study the linearization of line bundles and the local structure of actions of connected algebraic groups, in the setting of seminormal varieties. We show that several classical results about normal varieties extend to that setting, if the Zariski topology is replaced with the etale topology. Our approach is based on results of Weibel on Picard groups of Laurent polynomial rings.
CH 312
OSU ASC Drupal 8
ascwebservices@osu.edu
America/New_York
public
Date Range
2015-03-10 16:00:00
2015-03-10 17:00:00
K-theory/Motivic Homotopy Theory Seminar - Michel Brion
Speaker: Michel Brion, Institut Fourier, Grenoble, France.Title: Linearization of line bundlesAbstract: We study the linearization of line bundles and the local structure of actions of connected algebraic groups, in the setting of seminormal varieties. We show that several classical results about normal varieties extend to that setting, if the Zariski topology is replaced with the etale topology. Our approach is based on results of Weibel on Picard groups of Laurent polynomial rings.
CH 312
America/New_York
public
Speaker: Michel Brion, Institut Fourier, Grenoble, France.
Title: Linearization of line bundles
Abstract: We study the linearization of line bundles and the local structure of actions of connected algebraic groups, in the setting of seminormal varieties. We show that several classical results about normal varieties extend to that setting, if the Zariski topology is replaced with the etale topology. Our approach is based on results of Weibel on Picard groups of Laurent polynomial rings.
