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2019•Advances in Pure MathematicsOpen access

Transcendental Meromorphic Functions Whose First Order Derivatives Have Finitely Many Zeros

Feng Guo

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Abstract

Let f be a meromorphic function in  .If the order of f is greater than 2, f ′ has finitely many zeros and f takes a non-zero finite value finitely times, and then ( ) ( )

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What this paper is about

Let f be a meromorphic function in  .If the order of f is greater than 2, f ′ has finitely many zeros and f takes a non-zero finite value finitely times, and then ( ) ( )

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Available abstract

Let f be a meromorphic function in  .If the order of f is greater than 2, f ′ has finitely many zeros and f takes a non-zero finite value finitely times, and then ( ) ( )

Key concepts: Meromorphic function, Mathematics, Transcendental number, Order (exchange), Finitely-generated abelian group, Entire function, Zero (linguistics), Pure mathematics

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