Introduction to rationality of algebraic varieties and algebraic groups
Time: 2015-10-19
Published By:
Speaker(s): Dr. Haian He (BICMR, PKU)
Time: 00:00-00:00 October 19, 2015
Venue: Room 29 at Quan Zhai, BICMR
Title: Introduction to rationality of algebraic varieties and algebraic groups
Speaker: Dr. Haian He (BICMR, PKU)
Time: 14:00--15:00, October 19
Venue: Room 29 at Quan Zhai, BICMR
Abstract: Let F be the finite field with q elements. If G is a reductive algebraic group over the algebraic closure of a finite field F, endowed with an F-structure, we are interested in the subgroup of the points defined over F. In this talk, I shall introduce some fundamental results about F-structures on algebraic varieties, and then introduce the Lang-Steinberg theorem along with some consequences for algebraic groups.
Speaker: Dr. Haian He (BICMR, PKU)
Time: 14:00--15:00, October 19
Venue: Room 29 at Quan Zhai, BICMR
Abstract: Let F be the finite field with q elements. If G is a reductive algebraic group over the algebraic closure of a finite field F, endowed with an F-structure, we are interested in the subgroup of the points defined over F. In this talk, I shall introduce some fundamental results about F-structures on algebraic varieties, and then introduce the Lang-Steinberg theorem along with some consequences for algebraic groups.
