Abstract Let A\, A and A\,'A′ be two C^* C∗-algebras with identities I_ A\, IA and I_ A\,'IA′,
respectively, and P_1 P 1 and P_2= I_ A\,-P_1 P 2= IA-P 1 nontrivial projections in A\, A. In …

Jordan triple derivation on alternative rings SciELO - Scientific Electronic Library Online vol.37
número1 Sequentially spaces and the finest locally K-convex of topologies having the same …

Let A be an*-algebra with identity 1 A and e 1 and e 2= 1 A− e 1 nontrivial symmetric
idempotents in A. In this paper we study the characterization of nonlinear mixed*-Jordan …

Let R\, R be an alternative ring containing a nontrivial idempotent and R\,'R′ be another
alternative ring. Suppose that a bijective mapping φ: R\, → R\,'φ: R→ R′ is a Lie …

Let R be a unital alternative ring with nontrivial idempotent and D: R→ R be a Jordan
derivation. Then D is of the form d+ δ, where d is a derivation of R and δ is a singular Jordan …

Let A and A′ be two C*-algebras with identities IA and IA′, respectively, and P 1 and P 2=
IA− P 1 nontrivial symmetric projections in A. In this paper we study the characterization of …

Let R be an alternative ring containing a nontrivial idempotent and D be a multiplicative Lie-
type derivation from R into itself. Under certain assumptions on R, we prove that D is almost …

In this paper, we generalize the result valid for associative rings Bresar and Martindale III to
alternative rings. Let R be a unital alternative ring, and D:R→R is a Lie multiplicative …

Abstract Let J\, J and J\,^'J′ be Jordan rings. In this paper we study the additivity of n-
multiplicative isomorphisms from J\, J onto J\,^'J′ and of n-multiplicative derivations of J\, J …

arXiv:2307.00002v1 [math.RA] 27 May 2023 Page 1 arXiv:2307.00002v1 [math.RA] 27 May
2023 ∗-JORDAN-TYPE MAPS ON ALTERNATIVE ∗-ALGEBRAS ALINE JO ANDRADE, BRUNO …