论文标题

Stix的基本方法,证明了真实的部分猜想

An elementary approach to Stix's proof of the real section conjecture

论文作者

Bresciani, Giulio, Vistoli, Angelo

论文摘要

我们给出一个基本的证据,证明了准主体双曲线曲线和半阿伯式品种的真实截面猜想。基本论点本质上等同于J. Stix给出的论点。

We give an elementary proof of the real section conjecture for quasi-projective hyperbolic curves and semi-abelian varieties. The underlying argument is essentially equivalent to the one given by J. Stix.

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