Boundedly simple groups of automorphisms of treesReportar como inadecuado



 Boundedly simple groups of automorphisms of trees


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A group is boundedly simple if, for some constant N, every nontrivial conjugacy class generates the whole group in N steps. For a large class of trees, Tits proved simplicity of a canonical subgroup of the automorphism group, which is generated by pointwise stabilizers of edges. We prove that only for uniform subdivisions of biregular trees are suc

Autor: Jakub Gismatullin

Fuente: https://archive.org/







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