Let Cn be the free center-by-metabelian Lie algebra of finite rank n, with n ≥ 2, over a field K of characteristic 0.We study the automorphism group Aut(Cn) of Cn by means of a topology. Let TCn be the group of tame automorphisms of Cn and GLn(K) be the general linear group. It is shown that for any finite subset X of IA-automorphisms of C2, the subgroup of Aut(C2) generated by GL2(K) a…

Tahun Terbit

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Edisi

Ed.3

No. Panggil

657.48 SCO f