数学杂志2017，Vol.37Issue(4)：761-768,8.
费马q-差分微分方程整函数解的增长性研究
THE GROWTH ON ENTIRE SOLUTIONS OF FERMAT TYPE Q-DIFFERENCE DIFFERENTIAL EQUATIONS
摘要
Abstract
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.关键词
q-差分微分方程/整函数解/有穷级Key words
q-difference differential equations/entire solutions/finite order分类
数理科学引用本文复制引用
刘新玲,刘凯..费马q-差分微分方程整函数解的增长性研究[J].数学杂志,2017,37(4):761-768,8.基金项目
Supported by the NSFC (11301260 （）
11101201) （）
the NSF of Jiangxi (20132BAB211003) and the YFED of Jiangxi (GJJ13078). （20132BAB211003）
