Titre : ∗-Lie higher derivable mappings on ∗-rings 

Auteurs : Mohammad Ashraf, Mohd Shuaib Akhtar, Bilal Ahmad Wani,  

Revue : Advances in Pure and Applied Mathematics 

Numéro : Issue 1 (May 2020) 

Volume : 11 

Date : 2020/07/3 

DOI : 10.21494/ISTE.OP.2020.0554 

ISSN : 1869-6090 

Résumé : In this paper, it is shown that, if R is a ∗-ring containing a nontrivial self adjoint idempotent which admits a ∗-Lie higher derivable mapping L={Ln}n∈N, then there exists an element ZX,Y (depending on X and Y) in the center Z(R) such that Ln(X+Y)=Ln(X)+Ln(Y)+ZX,Y. 

Éditeur : ISTE OpenScience