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Amenable groups without finitely presented amenable covers

The goal of this article is to study results and examples concerning finitely presented covers of finitely generated amenable groups. We collect examples of groupsÿGÿwith the following properties: (i)ÿGÿis finitely generated, (ii)ÿGÿis amenable, e.g. of intermediate growth, (iii) any finitely presented group with a quotient isomorphic toÿGÿcontains non-abelian free subgroups, or the stronger (iii?) any finitely presented group with a quotient isomorphic toÿGÿis large.



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Keywords: 16643607,Amenable groups without finitely presented amenable covers,16643607,Mustafa G”khan Benli,ÿRostislav Grigorchuk

ISSN: 16643607

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