Abstract
In this paper, we will give a better upper bound for the defect relation for a class of holomorphic maps, this result is generalized to hypersurfaces from the hyperplane case in [9]. More precisely, let D1,D2,...,Dq be hypersurfaces in general position, and let f:C→Pn(C) be holomorphic map of lower order μ, such that f(C)⊄Di for all i=1,2,...,q. If 0<μ≤1/2 then∑i=1qδf(Di)≤n.
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