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Radius problems for univalent functions
Radius problems for univalent functions
by Sokół, Janusz , Trabka-Wiȩcław, Katarzyna
in 30C45 / 30C80 / close-to-convex functions / Convex functions / radius of starlikeness / radius problems,radius of convexity / starlike functions / sufficient conditions for starlikeness,sufficient conditions for convexity
2020
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Radius problems for univalent functions
by Sokół, Janusz , Trabka-Wiȩcław, Katarzyna
in 30C45 / 30C80 / close-to-convex functions / Convex functions / radius of starlikeness / radius problems,radius of convexity / starlike functions / sufficient conditions for starlikeness,sufficient conditions for convexity
2020
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Radius problems for univalent functions
Radius problems for univalent functions
by Sokół, Janusz , Trabka-Wiȩcław, Katarzyna
in 30C45 / 30C80 / close-to-convex functions / Convex functions / radius of starlikeness / radius problems,radius of convexity / starlike functions / sufficient conditions for starlikeness,sufficient conditions for convexity
2020

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Radius problems for univalent functions
Radius problems for univalent functions
Journal Article

Radius problems for univalent functions

Sokół, Janusz,
Trabka-Wiȩcław, Katarzyna
2020
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Overview
This paper considers the following problem: for what value , a function that is univalent in the unit disk and convex in the disk becomes starlike in . The number is called the radius of convexity sufficient for starlikeness in the class of univalent functions. Several related problems are also considered.
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Publisher
De Gruyter,Walter de Gruyter GmbH
Subject

30C45

/ 30C80

/ close-to-convex functions

/ Convex functions

/ radius of starlikeness

/ radius problems,radius of convexity

/ starlike functions

/ sufficient conditions for starlikeness,sufficient conditions for convexity

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