论文标题

椭圆曲线的二维邻域:扭转案例中的分析分类

Two dimensional neighborhoods of elliptic curves: analytic classification in the torsion case

论文作者

Loray, Frank, Touzet, Frederic, Voronin, Sergei

论文摘要

我们研究了具有扭转正常束的椭圆曲线的两个维度邻域的分析分类。我们在最简单的正式类中为这些社区提供了完整的分析分类,并指出了如何将这种结构推广到一般扭转案例。

We investigate the analytic classification of two dimensional neighborhoods of an elliptic curve with torsion normal bundle. We provide the complete analytic classification for those neighborhoods in the simplest formal class and we indicate how to generalize this construction to general torsion case.

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