利用权分担概念对亚纯函数具有两个分担集合唯一性问题进行研究,证明了存在一个具有5个元素的集合s和集合{0,1},使得对任何两个非常数亚纯函数f与g,只要f与g权分担S和CM分担集合{0,1},则{0,1}恒等.
Using the weighted sharing concept, the uniqueness of meromorphic functions sha- ring two sets is studied, there exist a set with 5 elements and the set { 0, 1 } , such that for any two nonconstant meromorphic functions should be identical if they share the set S weighted and { 0, 1 } CM.