Abstract
This article is devoted to investigation into the notion of multiplicative generalized(σ,τ)-reverse derivations associated with(σ,τ)-reverse derivations of semiprime∗-rings is characterized. The action of these derivations on∗-Lie ideals of semiprime∗-rings is also consideration. Moreover, the commutativity of semiprime∗-rings admitting multiplicative generalized(σ,τ)-reverse derivations associated with(σ,τ)-reverse derivations satisfying certain algebraic identitieson∗-Lie ideals is explored.
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