A note on the separated maximum modulus points of meromorphic functions
Volume 110 / 2014
Annales Polonici Mathematici 110 (2014), 295-310
MSC: Primary 30D35; Secondary 30D30.
DOI: 10.4064/ap110-3-6
Abstract
We give an upper estimate of Petrenko's deviation for a meromorphic function of finite lower order in terms of Valiron's defect and the number of separated maximum modulus points of the function. We also present examples showing that this estimate is sharp.
