Some results about the size of the exceptional set in Nevanlinna's second fundamental theorem
ISSN: 0010-0757
Year of publication: 1986
Volume: 37
Fascicle: 3
Pages: 229-230
Type: Article
More publications in: Collectanea mathematica
Abstract
Let $F$ be a meromorphic function in the plane. Some conditions are given on the size of the set of positive real numbers, outside which the term $S(r,F)$ which arises in the logarithmic derivative Lemma is small compared with the characteristic function $T(r,F)$ of $F$.