(41). Inner ideals of Lie algebras of skew elements of prime rings with involution.

Autores: Jose Brox, Antonio Fernández López and Miguel Gómez Lozano. 

Revista: Proc. Amer. Math. Soc., 144(7), (2016) 2741-2751.     (143 de 310 Factor de impacto: 0.679 en 2016)   

Abstract: In this note we extend the Lie inner ideal structure of simple Artinian rings with involution, initiated by Benkart and completed by Benkart and Fern´andez L´opez, to centrally closed prime rings with involution of characteristic not 2, 3 or 5. New Lie inner ideals (which we call special) occur when making this extension. We also give a purely algebraic description of the so-called Clifford inner ideals, which had only been described in geometric terms.