Abstract
We investigate the value distributions of difference polynomials Δf(z) − af(z) n and f(z) nf(z + c) which related to two well‐known differential polynomials, where f(z) is a meromorphic function.
Highlights
Introduction and Main ResultsIn this paper, we will assume that the reader is familiar with the fundamental results and the standard notation of the Nevanlinna value distribution theory of meromorphic functions see 1, 2
We prove ρ G ≥ ρ f
We only prove the case ρ f ρ > 0
Summary
We investigate the value distributions of difference polynomials Δf z − af z n and f z nf z c which related to two well-known differential polynomials, where f z is a meromorphic function
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