Abstract
In this paper, we prove that there exist two finite sets S1 (with 1 element) and S2 (with 3 elements) such that any two entire functions f and g satisfying Ef(Sj) = Eg(Sj) for j = 1, 2 must be identical. This answers a question posed by Gross. Examples are provided to show that this result is sharp.
Publisher
Cambridge University Press (CUP)
Reference10 articles.
1. A uniqueness theorem for meromorphic functions whosen-th derivatives share the same 1-points
2. Uniqueness of meromorphic functions and question of Gross;Yi;Science in China (Series A),1994
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