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

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-difierence difierential equations. Using the classical and difierence Nevanlinna theory and functional equations theory, we obtain some results on the growth of the Fermat type q-difierence difierential equations