Abstract
This note is to investigate the growth of transcendental meromorphic functions with radially distributed values. We generalize a more recent result of Chen et al. (2011). The paper is closely related to some previous results due to Fang and Zalcman (2008), and Xu et al. (2009).
Highlights
Introduction and ResultsLet f: C → C be a meromorphic function, where C is the whole complex plane and C C ∪ {∞}
Log r with a positive number ρ, finite complex numbers a / 0 and b, for any positive integer n ≥ 2, the order λ of f z has the estimation λ ≤ max{ω, ρ}
The order λ of f z has the estimation λ ≤ max{ω, ρ}
Summary
This note is to investigate the growth of transcendental meromorphic functions with radially distributed values. We generalize a more recent result of Chen et al 2011. The paper is closely related to some previous results due to Fang and Zalcman 2008 , and Xu et al 2009
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