Back to matchesWe found a matchYour institution may have access to this item. Find your institution then sign in to continue.TitleJORDAN DERIVATIONS ON LIE IDEALS OF σ-PRIME RINGS.AuthorsPaul, Akhil Chandra; Rahman, Md. MizanorAbstractIn this paper we prove that, if U is a σ-square closed Lie ideal of a 2-torsion free σ-prime ring R and d1 R(R is an additive mapping satisfying d(u²) = d(u)u + ud(u) for all u ∋ U then d(uv) = d(u)v + ud(v) holds for all u, v ∈ U.SubjectsCOMMUTATORS (Operator theory); DIFFERENTIABLE mappings; MATHEMATICAL models; NUMERICAL analysis; ALGEBRAIC equationsPublicationGanit: Journal of Bangladesh Mathematical Society, 2016, Issue 36, p1ISSN1606-3694Publication typeArticle