科研之友
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摘要
Let F be a family of holomorphic curves of a domain D in C into a closed subset X in ■N(C). Let Q1(z),…, Q2t+1(z) be moving hypersurfaces in ■N(C) located in pointwise t-subgeneral position with respect to X. If each pair of curves f and g in F share the set {Q1(z),…, Q2t+1(z)}, then F is normal on D. This result greatly extend some earlier theorems related to Montel’s criterion.
