Varieties of Null-Filiform Leibniz Algebras Under the Action of Hopf Algebras
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AbstractLet L be an n-dimensional null-filiform Leibniz algebra over a field K. We consider a finite dimensional cocommutative Hopf algebra or a Taft algebra H and we describe the H-actions on L. Moreover we provide the set of H-identities and the description of the Sn-module structure of the relatively free algebra of L.
1982 ◽
Vol 91
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pp. 215-224
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2008 ◽
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2012 ◽
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pp. 1250051
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2016 ◽
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