arXiv · 1710.02706
Supercommutator algebras of right (Hom-)alternative superalgebras
Abstract
The supercommutator algebra of a right alternative superalgebra is a Bol superalgebra. Hom-Bol superalgebras are defined and it is shown that they are closed under even self-morphisms. Any Bol superalgebra along with any even self-morphism is twisted into a Hom-Bol superalgebra. The supercommutator algebra of a right Hom-alternative superalgebra has a natural Hom-Bol superalgebra structure.
Explore related subjects
Keep this discovery
A. Nourou Issa. 2017-10-07. Supercommutator algebras of right (Hom-)alternative superalgebras. https://arxiv.org/abs/1710.02706
Cite the original work for its findings. Save a collection to share your selection of sources.