论文标题
$ {\ mathbb z} _p^{\ mathrm {ur}} $的定期模块化曲线模块曲线的常规模型
Regular models of modular curves in prime level over ${\mathbb Z}_p^{\mathrm{ur}}$
论文作者
论文摘要
我们给出了与$ {\ Mathrm {gl}} _ 2（{\ Mathbb f} _p）$相关的（标准器）和非切割的Cartan子组相关的模块曲线模型（对于$ p $，$ p $任何prime，$ p \ ge 5 $）。然后，我们计算了其Jacobians的Néron模型的纤维的连接组件组。
We give regular models for modular curves associated with (normalizer of) split and non-split Cartan subgroups of ${\mathrm{GL}}_2 ({\mathbb F}_p )$ (for $p$ any prime, $p\ge 5$). We then compute the group of connected components of the fiber at $p$ of the Néron model of their Jacobians.
