簇上零圈的弱逼近相容性
代数几何
2020-04-21 v1 数论
摘要
零圈被猜想为满足带 Brauer-Manin 障碍的弱逼近，该猜想针对定义于数域上的真光滑簇。粗略地说，我们证明了该猜想在有理连通簇、K3 曲面、Kummer 簇与一条曲线的乘积上是相容的。
引用
@article{arxiv.2004.09343,
title = {Compatibility of weak approximation for zero-cycles on products of varieties},
author = {Yongqi Liang},
journal= {arXiv preprint arXiv:2004.09343},
year = {2020}
}
备注
This is the first version, comments are welcome