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Let a, f be two meromorphic functions.
Let f and g be two meromorphic functions.
Let f z) and a z) be two meromorphic functions.
Let f and g be two meromorphic functions, and p be a polynomial.
Let f and g be two meromorphic functions, and let l be a positive integer.
In this article, we investigate the uniqueness problems of difference operators of two meromorphic functions.
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Lemma 2.7 Let f, h, and g be three meromorphic functions.
Let f ( z ), g ( z ) and a ( z ) be three meromorphic functions with that f ( z ) and g ( z ) are nonconstant.
Nevanlinna's four values theorem [6] says that if two nonconstant meromorphic functions f and g share four values CM, then f ≡ g or f is a Möbius transformation of g.
Theorem D. Let f and g be two transcendental meromorphic functions, and let n, k be two positive integers with n ≥ 9k + 14.
Let and be two nonconstant meromorphic functions.
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