On a Theorem of Schwick

Published 6 Mar 2014 in math.CV | (1403.1447v2)

Abstract: Let D be a domain, n, k be positive integers and n >= K+3. Let F be a family of functions meromorphic in D. If each f in F satisfies (f^{n)^k} not equal to 1 for z in D, then F is normal family. This result was proved by Schwick. In this paper we extend this result.

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