On a Class of Meromorphic Functions
On a Class of Meromorphic Functions
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DOI：
10.11429/ppmsj1919.16.0_227
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发表时间：
1934
期刊：
影响因子：
--
通讯作者：
K. Yosida
中科院分区：
文献类型：
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作者：
K. Yosida
对于任一类{}，族(1)中不存在以常数为极限函数的部分类。具有(A)性质的亚纯函数类可称为(A)类，这类函数分为两个范畴；1ET范畴的函数是满足条件(B)的函数，其余的是第二范畴的函数.在§1中，我们将给出(A)类函数的一些特征性质及其一些结果.第二章致力于研究第一个范畴的功能。在这里我们可以看到，这些函数y(Z)是2阶的，使得LinX1(R)/T(x，y)=2，没有渐近性。
For any scqucnce {} there cxists no partial scqunec among the family (1) having constant as a limiting function. The class of meromorphic functions having the property (A) may be called the class (A) and this class is divided into two categories; the functions of the 1et category are those which satisfy the condition (B), the rest being of the 2nd category.In § 1 we shall give some characteristic properties of the functions of the class (A) and some of their consequences. 2 is devoted to the study of the functions of the lst category. There we see that these functions y (z) are of order 2 such that lin X1 (r)/T (x, y)= 2, having no asymp-