2 problems

Pro-l Galois-group isomorphism conjecture for the fields of Theorem 2
Let $\ell$ be a prime, and let $K$ and $L$ be any fields as in Theorem 2 of the source paper. Write $\mathcal{G}_{K}(\ell)$ for the relevant pro- $\ell$ Galois group. Pro- $\ell$ Gal…
opengalois-groups number-fields pro-l-groups
0 responses
04
Positselski's pro- $\ell$ Bogomolov conjecture
Positselski's pro- $\ell$ Bogomolov conjecture. The maximal pro- $\ell$ Galois group of $\sqrt[\ell^\infty]{\mathbb{K}}$ is a free pro- $\ell$ group.
openbogomolov-conjecture galois-theory pro-l-groups
0 responses
06

Pro-l Galois-group isomorphism conjecture for the fields of Theorem 2