Abstract Let A be a prime -algebra and Φ a λ-Jurdan triple derivation on A, that is, for every A, B, C ∈ A, Φ(A B)=Φ(A) B+ AΦ(B) wher A_λ B = AB^ +λ BA such that a real scalar |λ|≠ 0, 1, and Φ is additive. moreover, if Φ(I) and Φ(il) are selfadjiont then Φ is a -derivation.
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Kaheshzad et al. (2024) studied this question.
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