Lie PI-algebras with an algebraic adjoint representation revisited
Zelmanov's theorem on Lie PI-algebras with an algebraic
adjoint representation over a field Phi of characteristic zero is here
revisited. Recent results on Jordan structures in Lie algebras allow us
to give a new and shorter proof when Phi is algebraically closed.
A. Fernández López < emalfer@agt.cie.uma.es >