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A class of Solvable Lie algebras

Published 21 Sep 2008 in math.RA | (0809.3581v2)

Abstract: All finite-dimensional indecomposable solvable Lie algebras g, having the filiform Lie algebra Q_(2m+1) as the nilradical, are studied and classified. It turns out that the dimension of g is at most dimQ_(2m+1)+2.

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