Results of 3-derivations and commutativity for prime rings with involution involving symmetric and skew symmetric components

This article examines the connection between 3-derivations and the commutativity of a prime ring $R$ with an involution $\ast$ that fulfills particular algebraic identities for symmetric and skew symmetric elements. In practice, certain well-known problems, such as the Herstein problem, have been studied in the setting of three derivations in involuted rings. KCI Citation Count: 0