Height functions for motives, Hodge analogues, and Nevanlinna analogues
加藤和也
2017-09-27 16:30-17:30
N913
时间：2017年9月27日（周三）16:30—17:30
地点：南楼913（视频）
报告人：加藤和也 (Kazuya Kato, University of Chicago)
题目：Height functions for motives, Hodge analogues, and Nevanlinna analogues
摘要：
For the moduli space of Drinfeld modules, the compatification of Satake-Baily-Borel type was constructed by Kapranov in a special case and by Pink in general. The toroidal compactification was studied by Pink and Fujiwara in early 1990's and Pink wrote a short summary. However details were not yet published. Fukaya, Sharifi and I are completing a joint paper which describes the constructions of toroidal compactifications in detail. I will explain it. Polyhedral enlargements of Bruhat-Tits buildings play important roles there.
