复合函数-差分方程的亚纯解
Transcendental Solutions of Composite Functional-Difference Equations

利用Nevanlinna值分布理论, 研究了两类复合函数{-}差分方程超越解的性质, 超越解的特征函数, 非积分计数函数及其存在性, 并相应地给出估计.
By applying Nevanlinna theory, the author mainly investigates the properties of transcendental solutions of two types of composite functional-difference equations, characteristic functions, the non-integrated counting functions and the existence of solutions are estimated, respectively.