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On entire functions which share one value Cm with their first derivative
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Journal Article
On entire functions which share one value Cm with their first derivative
2009
Overview
In this paper, we deal with the problem of uniqueness of entire functions that share one value CM with their first derivative. The author proves that if a non- constant entire function f and its derivative f' share the value a(≠0) CM and f(ɀ)= a when f'(ɀ) = a then f f'. This result is related to a result of Jank- Muse- Volkmann.
Publisher
جامعة إربد الأهلية
Subject
