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ON PRINCIPLE OF SUBORDINATION AND MAJORIZATION OF REGULAR UNIVALENTS FUNCTIONS

Title
ON PRINCIPLE OF SUBORDINATION AND MAJORIZATION OF REGULAR UNIVALENTS FUNCTIONS
Authors
홍승운
Issue Date
1988
Department/Major
대학원 수학과
Keywords
SUBORDINATIONMAJORIZATIONREGULAR UNIVALENTS FUNCTIONS
Publisher
이화여자대학교 대학원
Degree
Master
Abstract
The purpose of this thesis is to study the principles of subordination and majorization of regular univalent functions and try to unify those concepts of subordination and majorization by the name of quasi-subornidation. We study the sharpened form of Schwarz lemma in detail and prove that if g is subordinate to f for |z|<1, then M_(p)(r, g)≤M_(p)(r, f), (0≤r
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일반대학원 > 수학과 > Theses_Master
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