A non-integrated defect relation and the uniqueness theorem for meromorphic maps of a complete Kähler manifold into Pn(C)Pn(C)

In this paper, a non-integrated defect relation is established for meromorphic maps of an mm-dimensional complete Kähler manifold MM into Pn(C)Pn(C) intersecting qq hypersurfaces D1,…,DqD1,…,Dq in Pn(C)Pn(C), located in kk-subgeneral position, where D1,…,DqD1,…,Dq are said to be inkk-subgeneral position if at most kk (k≥nk≥n) of these hypersurfaces meet at one point in Pn(C)Pn(C). The related uniqueness theorem is also given.