Chang-Jing Li

collaborators

2 papers

math.OA2021

Nonlinear mixed Jordan triple -derivations on -algebras

Dongfang Zhang, Changjing Li

Let $A$ be a unital $*$ -algebra. For $A, B \in A$ , define by $[A, B]_{*} = A B - B A^{*}$ and $A ∙ B = A B + B A^{*}$ the new products of $A$ and $B$ . In this…

math.OA2021

Nonlinear mixed Jordan triple *-derivations on factors

Dongfang Zhang, Changjing Li

Let $A$ be a factor with dim $A \geq 2$ . For $A, B \in A$ , define by $[A, B]_{*} = A B - B A^{*}$ and $A ∙ B = A B + B A^{*}$ the new products of $A$ and $B…

Nonlinear mixed Jordan triple *-derivations on *-algebras

Nonlinear mixed Jordan triple *-derivations on factors

Nonlinear mixed Jordan triple -derivations on -algebras