RICCATI-TYPE RESULT FOR MEROMORPHIC SOLUTIONS OF SYSTEMS OF COMPOSITE FUNCTIONAL EQUATIONS  

作　　者：高凌云 刘曼莉 

机构地区：[1]Department of Mathematics,Jinan University [2]School of Mathematics,Shandong University

出　　处：《Acta Mathematica Scientia》2017年第6期1685-1694,共10页数学物理学报（B辑英文版）

摘　　要：By use of Nevanlinna value distribution theory, we will investigate the properties of meromorphic solutions of two types of systems of composite functional equations and obtain some results. One of the results we get is about both components of meromorphic solutions on the system of composite functional equations satisfying Riccati differential equation, the other one is property of meromorphic solutions of the other system of composite functional equations while restricting the growth.By use of Nevanlinna value distribution theory, we will investigate the properties of meromorphic solutions of two types of systems of composite functional equations and obtain some results. One of the results we get is about both components of meromorphic solutions on the system of composite functional equations satisfying Riccati differential equation, the other one is property of meromorphic solutions of the other system of composite functional equations while restricting the growth.

关 键 词：Riccati equations meromorphic solutions composite functional equations 

分 类 号：O174.52[理学—数学] O175[理学—基础数学]