Multiplicative Lie Algebra Structures on a Group

Abstract

The main aim of this paper is to classify the distinct multiplicative Lie algebra structures (up to isomorphism) on a given group. We also see that for a given group $G$, every homomorphism from the non-abelian exterior square $G\wedge G$ to $G$ gives a multiplicative Lie algebra structure on $G$ under certain conditions.

References in corpus (1)

• More on five commutator identities