@article{oai:ouj.repo.nii.ac.jp:00007972,
 author = {Bergweiler, Walter and Ishizaki, Katsuya and Yanagihara, Niro},
 issue = {1-2},
 journal = {aequationes mathematicae},
 month = {Feb},
 note = {We show that each transcendental meromorphic solution f(z) of the functional equation ∑nj=0aj(z)f(cjz)=Q(z) , where Q and the aj,j=0,…,n are polynomials without common zeros, an(z)a0(z)≠0 and 0 < |c| < 1, satisfies m(r,f)=σf(logr)2(1+o(1)) for some constant σf .},
 pages = {140--151},
 title = {GROWTH OF MEROMORPHIC SOLUTIONS OF SOME FUNCTIONAL EQUATIONS I},
 volume = {63},
 year = {2002}
}