Abstract
In theorem LP [1], Liu proves the theorem when N = 2, but it can’t be ex-tended to the general case in his proof. So we consider the condition that the families of holomorphic curves share eleven hyperplanes, and we get the theorem 1.1.
Highlights
In theorem LP [1], Liu proves the theorem when N = 2, but it can’t be extended to the general case in his proof
We consider the condition that the families of holomorphic curves share eleven hyperplanes, and we get the theorem 1.1
In 1989, Pang Xuecheng improved Zalcman’s way, who got the Pang-Zalcman lemma, and he made it possible to study involving the formal rule of derived function
Summary
We consider the condition that the families of holomorphic curves share eleven hyperplanes, and we get the theorem 1.1. Fang and Xuecheng Pang who use the high-dimensional Zalcman lemma of GAladro and S.G Krantz, generalize two family of meromorphic function normal rule, which was proved by Xiao-jun Liu, Lisan Hua and Pang Xuecheng, and they get the relative results about the holomorphic curves.
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