Fermat型函数方程的亚纯解

The Meromorphic Solutions of Fermat Type Functional Equations

研究四项Fermat型函数方程亚纯解的存在性问题,证明函数方程f 15(z)+f(s)15(z)+h15(z)+w15(z)=1不存在级小于1的非常数亚纯解。

This paper investigated the existence of meromorphic solutions of four terms Fermat type functional equations,and proved that there were no non-constant meromorphic solutions of order less than 1 for the functional equation f 15(z)+f(s)15(z)+h15(z)+w15(z)=1.