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Cui, N. and Chen, Z.X. (2017) Uniqueness for Meromorphic Solutions Sharing Three Values with a Meromorphic Function to Some Linear Difference Equations. Chinese Annals of Mathematics, Series A, 38, 13-22.

has been cited by the following article:

• TITLE: Unicity of Meromorphic Solutions of Some Nonlinear Difference Equations

  AUTHORS: Baoqin Chen

  KEYWORDS: Unicity, Meromorphic Solution, Difference Equation

  JOURNAL NAME: Advances in Pure Mathematics, Vol.9 No.7, July 25, 2019

  ABSTRACT: This paper is to study the unicity of transcendental meromorphic solutions to some nonlinear difference equations. Let be a nonzero rational function. Consider the uniqueness of transcendental meromorphic solutions to some nonlinear difference equations of the form . For two finite order transcendental meromorphic solutions of the equation above, it shows that they are almost equal to each other except for a nonconstant factor, if they have the same zeros and poles counting multiplicities, when . Two relative results are proved, and examples to show sharpness of our results are provided.