Integral points on curves via Baker's method and finite étale covers-清华大学求真书院

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Integral points on curves via Baker's method and finite étale covers

来源： 03-01

时间：2024-3-1, FRIDAY 10:00-11:00 am

地点：Zoom Meeting ID: 262 865 5007 Passcode: YMSC

组织者：Caucher Birkar，曲三太，陈炳仪

主讲人：Bjorn Poonen (MIT)

Abstract：

We prove that for each g at least 2, there is no universal construction combining Baker's method with finite étale covers to determine the integral points on all affine curves of genus g. This is joint work with Aaron Landesman.

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书院学术

Integral points on curves via Baker's method and finite étale covers

Mahler measure, integral $K_2$ and Beilinson's conjecture of curves over number fields

[Seminar] [Seminar on Microlocal Analysis and Applications] Semiclassical analysis and the convergence of the finite element method

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