Representations and $T^{\ast}$-extensions of $\delta$-Bihom-Jordan-Lie algebras

Authors : Abdelkader BEN HASSİNE, Liangyun CHEN, Juan Lİ

Pages : 648-675

Doi:10.15672/hujms.588684

View : 16 | Download : 5

Publication Date : 2020-04-02

Article Type : Research Paper

Abstract :The purpose of this article is to study representations of $\delta$-Bihom-Jordan-Lie algebras. In particular, adjoint representations, trivial representations, deformations, $T^\ast$-extensions of $\delta$-Bihom-Jordan-Lie algebras are studied in detail. Derivations and central extensions of $\delta$-Bihom-Jordan-Lie algebras are also discussed as an application.
Keywords : representations, derivations, deformations, T extensions, delta Bihom Jordan Lie algebras