A Conjecture of Bachmuth and Mochizuki on Automorphisms of Soluble Groups
A Conjecture of Bachmuth and Mochizuki on Automorphisms of Soluble Groups
In [ 1 ], Bachmuth and Mochizuki conjecture, by analogy with a celebrated result of Tits on linear groups [ 8 ], that a finitely generated group of automorphisms of a finitely generated soluble group either contains a soluble subgroup of finite index (which may of course be taken to …