Jacobi identity for groups

Autor: Skopin, A. I.
Zdroj: Journal of Mathematical Sciences; March 1978, Vol. 9 Issue: 3 p332-336, 5p
Abstrakt: In group calculations connected with multiple commutators, it may become necessary to reduce all the commutators to the left-normalized form (with respect to the arrangement of parentheses). To this end, an identity representing a natural extension of the Jacobi identity in Lie algebras is given. The identity is proved up to elements of the tenth term of the central filtration.
Databáze: Supplemental Index
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