论文标题
功能字段中的几何主要猜想
Geometric Main Conjectures in Function Fields
论文作者
论文摘要
我们证明了伊瓦川理论中的任何一个高度的猜想，沿任何等级，标志性的德林菲尔德模块化模块化，在特征p的一般功能领域的无穷大伊瓦沙瓦塔上划分，对于Greither和Popescu最近考虑的iWasawa模块，在经典的等同于山顶上（Arient the tore）（Arient the Arlity I iw）。
We prove an Equivariant Main Conjecture in Iwasawa Theory along any rank one, sign-normalized Drinfeld modular, split at infinity Iwasawa tower of a general function field of characteristic p, for the Iwasawa modules recently considered by Greither and Popescu, in their proof of the classical Equivariant Main Conjecture along the (arithmetic) cyclotomic Iwasawa tower.
