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Nonlinear Mixed Jordan Triple -Higher Derivations on -Algebras
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Journal Article
Nonlinear Mixed Jordan Triple -Higher Derivations on -Algebras
2025
Overview
Let A be a unital * -algebra containing a nontrivial projection, N be the set of non-negative integers. Under some mild conditions on A , it is shown that any nonlinear mixed Jordan triple * -higher derivation D=dnn∈N is an additive * -higher derivation. In particular, we apply the above result to prime * -algebras and von Neumann algebras with no central summands of type I1 .
Publisher
EDP Sciences
Subject
