An operator T ∈B(H) is said to be generalized P-paranormal if ‖|T|^p U |T|^p x ‖‖x‖≥1/M^p ‖|T|^p x‖^2 for all x∈H, p > 0, and M > 0, where U is the partial isometry appeared in the polar decomposition T=U|T| of T. The aim of this note is to obtain some structure theorem for a class of generalized P-paranormal operators. Exactly we will give some conditions which are generalization of concepts of generalized paranormal operators.