A study of the Wamsley group and its Sylow subgroups
We study the Wamsley group $\langle X,Y,Z\,|\, X^Z=X^α, {}^Z Y=Y^β, Z^γ=[X,Y]\rangle$ and its Sylow subgroups, where $α^γ\neq 1\neq β^γ$ and $γ>0$, obtaining the sharpest results when $α=β$.
math.GR↗