摘要
本文研究了费马q-差分微分方程的整函数解的相关问题.利用经典和差分的Nevanlinna理论和函数方程理论的研究方法,获得了q-差分微分方程整函数解增长性的几个结果.
This paper is devoted to consider the entire solutions on Fermat type q-difference differential equations.Using the classical and difference Nevanlinna theory and functional equations theory,we obtain some results on the growth of the Fermat type q-difference differential equations.
作者
刘新玲
刘凯
LIU Xin-ling;LIU Kai(Department of Mathematics, Nanchang University, Nanchang 330031, China)
出处
《数学杂志》
北大核心
2017年第4期761-768,共8页
Journal of Mathematics
基金
Supported by the NSFC(11301260
11101201)
the NSF of Jiangxi(20132BAB211003)
the YFED of Jiangxi(GJJ13078)
关键词
q-差分微分方程
整函数解
有穷级
q-diffrence diffrential equations
entire solutions
finite order
