On the growth of nonvanishing analytic functions
In this article by a new and simple method the authors derive new and old coefficient bounds and distortion theorems for functions \(G(z)\) analytic in the unit disk and satisfying \[ \sup_{|z|<1}|G(z)|(1-|z|^2)^{\alpha}\leq 1 \] for some \(\alpha\geq 0\).
scientific article; zbMATH DE number 1484682