Let KG be a non-commutative strongly Lie solvable group algebra of a group G over a field K of positive characteristic p. In this note we state necessary and sufficient conditions so that the strong Lie derived length of KG assumes its minimal value, namely [log(2) (P + 1)].
Group algebras with minimal strong Lie derived length / Spinelli, Ernesto. - In: CANADIAN MATHEMATICAL BULLETIN. - ISSN 0008-4395. - STAMPA. - 51:2(2008), pp. 291-297. [10.4153/cmb-2008-029-0]
Group algebras with minimal strong Lie derived length
SPINELLI, ERNESTO
2008
Abstract
Let KG be a non-commutative strongly Lie solvable group algebra of a group G over a field K of positive characteristic p. In this note we state necessary and sufficient conditions so that the strong Lie derived length of KG assumes its minimal value, namely [log(2) (P + 1)].File allegati a questo prodotto
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