Seminar on Arithmetic Algebraic Geometry: Quillen’s finite generation theorem for the Kgroups of a curve over a finite field (2)
 Date

201216 10:00 
201216
 Place
 Faculty of Science Building #3 Room 413

Speaker/Organizer
 Kei Hagihara (Postdoctoral Fellow)

 Abstract: In this talk, we give an exposition on Quillen's theorem which shows that (higher) algebraic Kgroups of a normal curve over a finite field are finitely generated, mainly following Grayson's note "finite generation of Kgroups of a curve over a finite field (after Daniel Quillen)" (Lecture Notes in Mathematics 966, pp. 6990).