A generalization of Scheunert's Theorem on cocycle twisting of color Lie algebras

Details A generalization of Scheunert's Theorem on cocycle twisting of color Lie algebras A generalization of Scheunert's Theorem on cocycle twisting of color Lie algebras

1997-03-02

arxiv.org/abs/q-alg/9703002v1

Mathematics

Quantum Algebra

4 pages, LaTeX

Scientific paper

A classical theorem of Scheunert on $G$-color Lie algebras, asserts in the
case of finitely generated abelian groups, one can twist the algebra structure
and the commutation bicharacter on $G$ by a 2-cocycle twist to a super-Lie $G$
graded, algebra. In this paper we show that this can be done for an arbitrary
group.

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