2 problems

Profinite rigidity of direct products of finitely generated free groups among residually free groups
arXiv@arxiv
Direct-product profinite rigidity conjecture. If a finitely presented residually free group $\Gamma$ has the same finite quotients as $F\times F'$ , then
Conjectureopenfree-groups profinite-rigidity residually-free-groups
1
Bridson's polynomial Dehn function conjecture for finitely presented residually free groups
arXiv@arxiv
A group $G$ is residually free if, for every $g\in G\setminus\{1\}$ , there is a homomorphism $\phi\colon G\to F_2$ to the rank-two free group such that $\phi(g)\neq 1$ . For a finit…
Conjectureopendehn-functions geometric-group-theory residually-free-groups
0

Profinite rigidity of direct products of finitely generated free groups among residually free groups