Author/Authors :
WANG, H.T. Hunan University - College of Mathematics and Econometrics, China , WANG, H.T. North Carolina State University - Department of Mathematics, USA , JING, N. South China University of Technology - School of Sciences, China , JING, N. North Carolina State University - Department of Mathematics, USA , LI, Q.G. Hunan University - College of Mathematics and Econometrics, China
Abstract :
Let L be the Virasoro-like algebra and g its derived algebra, respectively. We investigate the structure of the Lie triple derivation algebra of L and g. We prove that they are both isomorphic to L, which provides two examples of invariance under triple derivation.
Keywords :
Lie derivation , Lie triple derivation , Virasoro , like algebra.
