On an additively inverse MA-semiring S we consider the additive mapping f: S → S f: S→ S
satisfying the identity f (xy)= x, f (y) f (xy)= x, f (y), where a, b is a commutator of a and b. We …

Some Commutativity Theorems on Lie Ideals of Semiprime Rings Page 1 Bedir & Gölbaşı (2020)
Some Commutativity Theorems on Lie Ideals of Semiprime Rings, ADYU J SCI, 10(2), 548-556 …

Let R be a semiprime ring with characteristic different from two and L a noncentral square-
closed Lie ideal of R. Suppose that R admits a multiplicative generalized derivation (F, d) …

Let R be a 2− torsion free semiprime ring, I a nonzero left ideal of R, α an automorphism on
R and F: R→ R a multiplicative (generalized)(α, α)− derivation of R associated with a …

Let R be a semiprime ring, I a non zero ideal of R. A mapping F: R−→ R (not necessarily
additive) is said to be a multiplicative (generalized)-derivation of R if F (xy)= F (x) y+ xd (y) …

Let R be a prime ring with center Z (R), central closure RC, right Martindale quotient ring Qr,
F a left generalized derivation and I a nonzero right ideal of R which is semiprime as a ring …