Gorenstein Projective and Injective Complexes of Differential Modules

Based on the Gorenstein homological theory of differential modules,that a complex C:=((Cⁿ,θⁿ),dⁿ) is Gorenstein projective(resp.Gorenstein injective) if and only if every differential module(Cⁿ,θⁿ) is Gorenstein projective(resp.Gorenstein injective) was proved,and a description of Gorenstein projective dimension and Gorenstein injective dimension of the complex of differential modules was given.