Points of small height on abelian varieties over function fields
代数学セミナー
開催期間
2013.7.19(金)
16:00 ~ 17:00
16:00 ~ 17:00
場所
九州大学 伊都キャンパス 数理学研究教育棟3階 小講義室2
講演者
Sinnou David (パリ第6大学理学部数学科)
概要
An old conjecture of Lang (for elliptic curves) generalized by Silverman, asserts that the Néron-Tate height of a rational point of an abelian variety defined over a number field can be bounded below linearly in terms of the Faltings height of the underlying abelian variety. We shall explore the function field analogue of this problem.