论文标题
近似绝对galois组
Approximating Absolute Galois Groups
论文作者
论文摘要
本文制定了绝对Galois群体所享有的组条件，并确保满足该条件的涂鸦基团可以近似为Bieberbach群体的类似物的组的倒数限制。该条件是对代数K理论中“代表性组装”方法研究方法的关键要素。
This paper formulates a group condition which is enjoyed by absolute Galois groups, and which guarantees that profinite groups satisfying the condition can be approximated as an inverse limit of groups which are profinite analogues of Bieberbach groups. The condition is a key ingredient in the study of the "representational assembly" approach to descent problems in algebraic K-theory.
