Совместный семинар лаборатории J.-V. Poncelet
и сектора Алгебры и теории чисел №4.1 ИППИ РАН
14 мая (четверг), 1800, ауд. 309 НМУ
Around the Property (B) for fields of algebraic numbers
The Bogomolov Property arose after Amoroso and Dvornicich gave a sharp lower bound for the height on the abelian closure of the rationals. It is related to a relative (and stronger) version of the Lehmer problem, which has applications towards ambitious conjectures in arithmetic geometry. Interesting examples of fields with this Property have been found recently. I will describe these results and try to say a word about the proofs.
12.05.2015 | |