Jordan derivable maps on triangular rings by commutative zero products

Research

Title	Jordan derivable maps on triangular rings by commutative zero products
Type	Presentation
Keywords	Jordan derivable; Jordan generalized derivation; triangular ring.
Year	2016
Researchers	Hoger Ghahramani

Abstract

In this paper, the structure of Jordan derivable maps on triangular rings by commutative zero products is given. Our main result generalizes the main result of [J. H. Zhang and W. Y. Yu, Jordan derivations of triangular algebras, Linear Algebra Appl. 419 (2006), 251--255].

Hoger Ghahramani

Research

Abstract