On the Coefficent Estimate of Univalent Functions whose Ranges are Extended Polygons
Bulletin of the Faculty of Education, Yamaguchi University. Natural science Volume 19 Issue 2
Page 13-18
published_at 1970-03
Title
On the Coefficent Estimate of Univalent Functions whose Ranges are Extended Polygons
Creators
Tamura Toshio
Creators
Mizuno Yasuyuki
Source Identifiers
This paper concerns with the coefficie3nt estimate of univalent functions whose ranges are extended polygons with interior angles λ_kπ, where -2≦λ_k≦2 (k=1, 2,-,m). Conditions for range of functions are made weaker than ones which were trested in two previous notes [1] and [2], but the same is true of previous conclusion on the estimate of coefficients in Taylor's expansion of univalent functions which map conformally the interior of unit circle onto above extended regions. As application, we give a new proof of a Reade's theorem.
Languages
eng
Resource Type
departmental bulletin paper
Publishers
山口大学教育学部
Date Issued
1970-03
File Version
Not Applicable (or Unknown)
Access Rights
metadata only access
Relations
[ISSN]0513-1693
[NCID]AN00243950
Schools
教育学部