UNIQUENESS OF q-SHIFT DIFFERENCE AND DIFFERENTIAL POLYNOMIALS OF ENTIRE FUNCTIONS
In this paper, we investigate the value distribution of q-shift difference and differential polynomials of meromorphic functions and study their uniqueness for entire functions of zero order. We deduce the results of Zheng and Xu [10] as a particular case of our results.
Nevanlinna theory, meromorphic functions, q-difference equation, uniqueness, logarithmic order.
