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ON CRITERIA FOR STARLIKENESS AND CONVEXITY OF ANALYTIC FUNCTIONS
引用本文:VikramadityaSingh NikolaTuneski. ON CRITERIA FOR STARLIKENESS AND CONVEXITY OF ANALYTIC FUNCTIONS[J]. 数学物理学报(B辑英文版), 2004, 24(4): 597-602
作者姓名:VikramadityaSingh NikolaTuneski
作者单位:3A/95AzadNagar,KanpurUP208002IndiaFacultyofMechanicalEn9ineerin9,KarpogHb.b.,1000Skopje,RepublicofMacedonia
摘    要:In this paper the authors study (1 - γ zf“(z)/f‘(z))/(zf‘(z)/f(z)) as a criteria for starlikeness and convexity. Sharp upper bound of |α2| and of the Fekete-Szegoe functional |α3-μα2^2| is given for a class of analytic functions defined by using this expression.

关 键 词:星形 凸 Fekete-Szego 准则 解析函数 几何学

ON CRITERIA FOR STARLIKENESS AND CONVEXITY OF ANALYTIC FUNCTIONS
Vikramaditya Singh,Nikola Tuneski. ON CRITERIA FOR STARLIKENESS AND CONVEXITY OF ANALYTIC FUNCTIONS[J]. Acta Mathematica Scientia, 2004, 24(4): 597-602
Authors:Vikramaditya Singh  Nikola Tuneski
Abstract:In this paper the authors study (1 -γ zf″(z)/f′(z))/(zf′(z)/f(z)) as a criteria for starlikeness and convexity. Sharp upper bound of |a2| and of the Fekete-Szego functional |a3-μa2 2| is given for a class of analytic functions defined by using this expression.
Keywords:Starlike  convex  criteria  Fekete-Szeg(o..)
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