Speaker: Tong Zhang (University of Alberta)

Time: July 11 16:00-17:30

Venue: Room 29 at Quan Zhai, BICMR

Abstract: We will prove that K^n_X \ge 2 n! \chi(K_X) for a projective, normal, minimal, Gorenstein variety of general type and of maximal Albanese dimension. The similar problem for general irregular varieties will be discussed.