Functions of Exponential Type Not Vanishing in a Half-Plane
Document Type
Article
Publication Date
1-1-1997
Description
If f(z) is an entire function of exponential type, hf(π/2) = 0 and f(z) 0 for Im(z) > 0 then according to a well-known result of R. P. Boas, for, we have. R. P. Boas proposed the problem of obtaining an inequality analogous to this if being real and the answer to this question in the case k < 0 was given by Govil and Rahman. In this paper we present generalizations of these results of Govil and Rahman.
Citation Information
Gardner, Robert; and Govil, N. K.. 1997. Functions of Exponential Type Not Vanishing in a Half-Plane. Analysis (Germany). Vol.17(4). 395-402. https://doi.org/10.1524/anly.1997.17.4.395 ISSN: 0174-4747