%0 Journal Article
%T 涉及复代数超曲面的全纯映射正规族<br>NORMAL FAMILIES OF HOLOMORPHIC MAPPINGS FROM CM INTO Pn(C) WITH SOME FIXED HYPERSURFACES
%A 作者
%A 曹红哲
%J 数学杂志
%D 2015
%X 本文研究了涉及固定超曲面的全纯映照的正规性问题.利用Aladro和Krantz对全纯映射族正规性的刻画和Shirosahi建立的一系列涉及一些特殊复代数超曲面的Picard型定理,得到了全纯映射族的一些正规定则.<br>In this paper, we study the normal families of meromorphic mappings. Applying the heuristic principle in several complex variables obtained by Aladro and Krantz[1] and some Picard theorems given by M. Shirosahi, we shall prove some normality criterias for families of holomorphic mappings of several complex variables into Pn(C), the n-dimensional complex projective space, related to some special hypersurfaces
%K 正规族 全纯映射 超曲面 值分布理论&lt
%K br&gt
%K normal families holomorphic mappings hypersurfaces value distribution theory
%U http://sxzz.whu.edu.cn/sxzz/ch/reader/view_abstract.aspx?file_no=20150108&flag=1