Coefficient Criteria for Univalent and Close-to-Convex Functions

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概要

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• In this paper, we provide sufficient conditions for constructing univalent analytic functions in the unit disk |z|<1. We motivate our results through several examples and compare with the previously known coefficient conditions. Finally as an application, we present an interesting theorem involving Gaussian hypergeometric function.

• 東北大学大学院情報科学研究科の論文

著者

• Obradovic Milutin

  Department Of Mathematics Faculty Of Technology And Metallurgy

• PONNUSAMY Saminathan

  Department of Mathematics, Indian Institute of Technology Madras

• BHARANEDHAR Vaidhyanathan

  Department of Mathematics, Indian Institute of Technology Madras

関連論文

• AN APPLICATION OF CONVOLUTION PROPERTIES TO UNIVALENCE IN THE UNIT DISC
• Some sufficient conditions for strongly starlikeness (単葉関数論の歴史的定理の新展開について)
• Coefficient Criteria for Univalent and Close-to-Convex Functions
• Coefficient criteria for univalent and close-to-convex functions

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