亚纯多叶函数某一子类的局部和

摘要

在去心单位圆盘E={z：0〈｜z｜〈1}内,利用线性算子Lp（a,c）定义亚纯多叶函数的子类Ωp（a,c;A,B）基础上,定义了亚纯多叶函数的邻域概念,研究了函数f（z）=z-p＋∞∑k=1akzk-p在其邻域下的从属关系和局部和性质.%Making use of a linear operator Lp（a,c） we define a subclass Ωp（a,c;A,B） of meromorphic multivalent functions based on the unit disk E={z：0｜z｜1},the concept of neighborhoods of meromorphic multivalent function are defined,under the neighborhood,properties of local sums and subordination of the function f（z）=z-p＋∑∞[]k=1akzk-p are studied.