Resumen de On generalized Jordan prederivations and generalized prederivations of Lie color algebras

Chenrui Yao, Yao Ma, Liangyun Chen

• In this paper, the concepts of (generalized) (θ,φ)-prederivations and (generalized) Jordan (θ,φ)-prederivations on a Lie color algebra are introduced. It is proved that Jordan (θ,φ)-prederivations (resp. generalized Jordan (θ,φ)-prederivations) are (θ,φ)-prederivations (resp. generalized (θ,φ)-prederivations) on a Lie color algebra under some conditions. In particular, Jordan θ-prederivations are θ-prederivations on a Lie color algebra.