@article{4fa0a0291bd24cfa90bad8cdb4746d11,
title = "Hyperbolically close to q# p-sequences",
abstract = "It is shown that each sequence lying sufficiently close in the hyperbolic sense to a Q#p-sequence for a meromorphic function f in the unit disc is also a Q#p-sequence for f.",
keywords = "N-sequence, Normal function, Qp-class, Qp-sequence, Spherical derivative",
author = "Rauno Aulaskari and Shamil Makhmutov and Jouni R{\"a}tty{\"a}",
note = "Funding Information: Received February 1, 2019; Revised September 2, 2019; Accepted November 6, 2019. 2010 Mathematics Subject Classification. 30D45, 30D50. Key words and phrases. Normal function, N -sequence, spherical derivative, Qp#-class, Qp#-sequence. This research was supported in part by Magnus Ehrnrooth Foundation, Ministerio de Econom{\'i}a y Competitivivad, Spain, projects MTM2014-52865-P and MTM2015-69323-REDT; La Junta de Andaluc{\'i}a, project FQM210; Academy of Finland project no. 268009. This project was started by the first two authors and was finished by the latter two few years after our friend and colleague Rauno Aulaskari passed away in December 2014. Funding Information: This research was supported in part by Magnus Ehrnrooth Foundation, Ministerio de Econom?a y Competitivivad, Spain, projects MTM2014-52865-P and MTM2015-69323-REDT; La Junta de Andaluc?a, project FQM210; Academy of Finland project no. 268009. Publisher Copyright: {\textcopyright} 2020 Korean Mathematical Society.",
year = "2020",
doi = "10.4134/BKMS.b190126",
language = "English",
volume = "57",
pages = "133--138",
journal = "Bulletin of the Korean Mathematical Society",
issn = "1015-8634",
publisher = "Korean Mathematical Society",
number = "1",
}