Dergiler / Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics / 1984 / Cilt: 33 #74346
A theorem for entire functions of irregular logarithmic growth
- Sayfa
- 1–1
- DOI
- —
Abstract
For a non-constant entire function f(z) — z —r e’0, the logarithmic order p* (1 < -p* < 00) and lower logaritghmic order X* (1 < X* < 00 ) are given by thelimit superior and limit inferior of {log log M(r)| /(log log r), asr—>■ 00, respectively, where M(r) —: max j f(z) In this paper we derive a formula for X*—type t?k* Hm inf(log M(r)/(lo