Abstract
In this paper we calculate the collection of limit functions obtained by applying an extension of Zalcman's Lemma, due to X. C. Pang to the non-normal family {f(nz): n $\in$ N} in C, where f = ReP. Here R and P are an arbitrary rational function and a polynomial, respectively, where P is a non-constant polynomial.
Citation
Shai Gul. Shahar Nevo. "Creating limit functions by the Pang-Zalcman lemma." Kodai Math. J. 35 (2) 283 - 310, June 2012. https://doi.org/10.2996/kmj/1341401052
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