Abstract
Mues–Reinders proved that if a non-constant meromorphic function f shares three distinct finite values IM with its Kth (2≤ k≤ 50) linear differential polynomial L(f), then f≡L(f). Frank and Hua proved the same result under a weak condition k≥2. In the present paper, we will prove this result in the case that k = 1.
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More From: Complex Variables, Theory and Application: An International Journal
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