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Restricted enveloping algebras whose skew and symmetric elements are Lie metabelian
Published 13 Nov 2014 in math.RA | (1411.3713v1)
Abstract: Let $L$ be a restricted Lie algebra over a field of characteristic $p>2$ and denote by $u(L)$ its restricted enveloping algebra. We establish when the symmetric or skew elements of $u(L)$ under the principal involution are Lie metabelian.
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