Growth of meromorphic solutions of complex differential and
difference equations
Yong Liu*, Haoyuan Wang
ABSTRACT: In this article, we investigate some properties of meromorphic solution of the following differentialdifference equation
Xn
j=0
cj
f (z + j) +Xn
j=0
l
j
f
(j)
(z + j) +Xm
j=0
dj
f
(j)
(z) ? c = (f (z + ?) ? f (z) ? b)e
Q
,
where n, m ? 1 are two integers, ? is a constant with |?| ?= n, Q is a polynomial. We study the growth of solutions of a
more general differential-difference equation given by L? et al [Rest Math 74 (2019):1?18]. Meantime we obtain the
relation between degQ and ?(f ).