论文标题
通用的特殊正式$ \ Mathcal {o} _ {d} $ - $ d = 2 $的模块
The universal special formal $\mathcal{O}_{D}$-module for $d=2$
论文作者
论文摘要
德林菲尔德的旧定理的新证明是关于模量问题的代表性的，即特殊的$ \ Mathcal {o} _ {d} $ - DELIGNE的$ p $ P $ -ADIC正式模型Drinfeld的上半Plane$ d = 2的模块。
A new proof of an old theorem of Drinfeld concerning the representability of the moduli problem of special formal $\mathcal{O}_{D}$-modules by Deligne's $p$-adic formal model of Drinfeld's upper half-plane is given for $d=2.$ The display associated to the universal object is constructed explicitly.
