Title: Asymptotic values of meromorphic functions of finite order

Authors: A. Canton, D. Drasin and A. Granados

Issue: Volume 59 (2010), Issue 3, 1057-1096

Abstract: The asymptotic values of a meromorphic function (of any order) defined in the complex plane form a Suslin-analytic set. Moreover, given an analytic set $A^{*}$ we construct a meromorphic function of finite order and minimal growth having $A^{*}$ as its precise set of asymptotic values.