S. Tanushevski

most citedFrattini-injectivity and Maximal pro-

p

Galois groups

2 citations · 2 across the 1 of their papers we have counts for

collaborators

2 papers

math.GR2020★ 2 cited

Frattini-injectivity and Maximal pro- $p$ Galois groups

Ilir Snopce, Slobodan Tanushevski

We call a pro- $p$ group $G$ Frattini-injective if distinct finitely generated subgroups of $G$ have distinct Frattinis. This paper is an initial effort toward a systematic study of…

math.GR2019

Retracts of free groups and a question of Bergman

Ilir Snopce, Slobodan Tanushevski, Pavel Zalesskii

Let $F_{n}$ be a free group of finite rank $n \geq 2$ . We prove that if $H$ is a subgroup of $F_{n}$ with $rk (H) = 2$ and $R$ is a retract of $F_{n}$ , then $H \cap R$ is a retract…

Frattini-injectivity and Maximal pro-p Galois groups

Retracts of free groups and a question of Bergman

Frattini-injectivity and Maximal pro- $p$ Galois groups