涉及多重零点和极点的亚纯函数的正规性
Normality of Meromorphic Functions with Multiple Zeros and Poles
设F是区域D内的一族亚纯函数，任意D内的函数f ，在区域 D内的零点重数至少为k+3 ，极点的重数至少为k+2(k大于等于0).如果对任意F中的f,g，D(f) 和D(g)在D内IM分担b ，其中b为非零常数，则F是正规的.
Let F be a family of meromorphic functions defined in a domain D such that for each f in D, f has no zero of multiplicity less than k+3 and no simple pole of multiplicity less than k+2 . If for each pair of functions f,g in D, D(f) and D(g) share the value b IM, where b is a non-zero complex number, then F is normal.
刘红军、黄小军、吴风兰
数学
亚纯函数正规族微分多项式.
Meromorphic functionsNormal familiesDifferential polynomial.
刘红军,黄小军,吴风兰.涉及多重零点和极点的亚纯函数的正规性[EB/OL].(2015-01-04)[2025-08-18].http://www.paper.edu.cn/releasepaper/content/201501-18.点此复制
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