邵阳耀洪进服务有限公司
Time: 2019-09-05
Views: 149
Published By: He Liu
Speaker(s): Christophe Soulé (CNRS&IHES)
Time: September 16 - September 27, 2019
Venue: Lecture Hall, Jiayibing Building, Jingchunyuan 82, BICMR
Date: September 16,18,20,23,25,27
Time: 13:00-15:00
The course will have two parts. In the first part X is a projective regular scheme over Z of Kull dimension d, and L1,...,Ld are d hermitian line bundles on X. By induction on d, we define a real number L1∙L2∙...∙Ld,, which is equal to heights in some cases. In the second part d=2. Let ω be the relative dualizing sheaf on X, endowed with its Arakelov metric. Parshin and Moret-Bailly expect the number ω·ω to be bounded from above. We present this conjecture, and its link to ABC.
