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Qibin Cheng,Yezhou Li,Zhixue Liu 대한수학회 2023 대한수학회보 Vol.60 No.2
This paper is concerned with the value distribution for meromorphic solutions $f$ of a class of nonlinear partial differential-difference equation of first order with small coefficients. We show that such solutions $f$ are uniquely determined by the poles of $f$ and the zeros of $f-c, f-d$ (counting multiplicities) for two distinct small functions $c, d$.