论文标题
在$μ$上等于iwasawa理论中的精美Selmer组的零猜想
On the $μ$ equals zero conjecture for the fine Selmer group in Iwasawa theory
论文作者
论文摘要
我们研究了与某些Galois表示相关的优质Selmer群体的硫磺理论。在某些情况下，由于Galois变形环满足的自然财产，显示出$ $ $ invariant的消失。我们概述了$μ= 0 $猜想的条件，该条件显示为各种感兴趣的galois表示。
We study the Iwasawa theory of the fine Selmer group associated to certain Galois representations. The vanishing of the $μ$-invariant is shown to follow in some cases from a natural property satisfied by Galois deformation rings. We outline conditions under which the $μ=0$ conjecture is shown to hold for various Galois representations of interest.
