Albayrak, Barış2025-05-292025-05-2920232645-9000https://doi.org/10.38061/idunas.1260138https://hdl.handle.net/20.500.12428/31339In this paper, properties of ideal I of semiprime ring R with multiplicative generalized (α,β)- reverse derivation with determined not necessarily additive map d is studied. We generalized previous studies for different derivations to multiplicative generalized (α,β)- reverse derivation F. We show that [β(p),d(p)]I=0 for all p∈I or [d(p)],α(p)]I=0 for all p∈I under the given different conditions. Also, we give the relationship between map d and anti-automorphism α of semiprime ring R and automorphism β of semiprime ring R. Under the given different conditions, we examine whether d is α- commuting on ideal I or β- commuting on ideal I and obtain new results.eninfo:eu-repo/semantics/openAccessReverse derivationsemiprime ringcommuting mapResearch Article61414910.38061/idunas.1260138