On Mues Conjecture and Picard Values
摘要
Suppose that f is transcendental meromorphic in the plane. Then (ⅰ) sum from ∈C=1 to δ(α,f~(k))≤1 holds for all k≥0 with at most four exceptions of k; (ⅱ) for n≥3,k≥0, (f~n)~(k) assumes all finite values (possibly except zero) infinitely often. (ⅰ) affirms a conjecture of Mues for almost every positive integers. And (ⅱ) is a general Picard theorem. Some other results are also obtained.
引用本文（GB/T 7714）
Yao Wang. On Mues Conjecture and Picard Values[J]. 未知来源, 1993.
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