In this article, we establish a truncated non-integrated defect relation for algebraically nondegenerate meromorphic mappings from an $m$-dimensional complete K\"{a}hler manifold into a subvariety $V$ of $k-$dimension in $P^n(C)$ intersecting $q$ hypersurfaces $Q_1,...,Q_q$ in $N$-subgeneral position of degree $d_i$ with respect to $V$, i.e., the intersection of any $N+1$ hypersurfaces and $V$ is empty. In our result, the truncation level of the counting functions is explicitly estimated. Our result generalizes and improves previous results. 查看全文>>