A non-integrated defect relation and the uniqueness theorem for meromorphic maps of a complete Kنhler manifold into

In this paper, a non-integrated defect relation is established for meromorphic maps of an m -dimensional complete Kähler manifold M into P n ( C ) intersecting q hypersurfaces D 1 , … , D q in P n ( C ) , located in k -subgeneral position, where D 1 , … , D q are said to be in k -subgeneral position if at most k ( k ≥ n ) of these hypersurfaces meet at one point in P n ( C ) . The related uniqueness theorem is also given.