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Uniqueness Theorem for p-adic Holomorphic Curves intersecting Hyperplanes without Counting Multiplicities
Yan Qiming *
Department of Mathematics, TongjiUniversity, Shanghai 200092
*Correspondence author
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Funding: National Natural Science Foundation of China （No.No. 11171255and No. 10901120）, Doctoral Program Foundation of the Ministry ofEducation of China （No.No. 20090072110053）
Opened online: 7 January 2013
Accepted by: none
Citation: Yan Qiming.Uniqueness Theorem for p-adic Holomorphic Curves intersecting Hyperplanes without Counting Multiplicities[OL]. [ 7 January 2013] http://en.paper.edu.cn/en_releasepaper/content/4502887
 
 
In this paper, a uniqueness theorem is proved for p-adic holomorphic curves into Pn(Cp) sharing 2n+2 hyperplanes located in general position withoutcounting multiplicities, which gives an improvement of Ru's result for 3n+1 hyperplanes located in general position .
Keywords:Several complex variables; p-adicholomorphic curve; hyperplane; uniqueness theorem
 
 
 

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