

Seminar of the Department of Algebra and of the Department of Algebraic Geometry (Shafarevich Seminar)
May 31, 2016 15:00, Moscow, Steklov Mathematical Institute, room 540 (Gubkina 8)






utomorphisms of threedimensional Mori fibrations and Cremona group
A. Avilov^{} 
Number of views: 
This page:  67 

Abstract:
In this talk we will classify threedimensional $G$del Pezzo varieties of degree $3$ and $4$ which can be $G$birationally rigid. For some of them we will prove their $G$birational rigidity. Also we will prove an analogue of the theorem of Sarkisov about existence of a standard model in the case of conic $G$fibrations.

