Abstract
We give a slightly different proof of a theorem by N, Steinmetz: Suppose that f is a transcendental meromorphic function Then for ∊ > 0 and distinct functions a1...aq such that T(r. aj) = 0(T(r,f) we have For the proof we use a lemma on the zeros of linear differential polynomials of the form W(a1…aq,f).
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