The Journal of the Indian Mathematical Society

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A Note on Re(f(z)/(z) for Univalent Functions


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1 Institut fur Analysis, TU Braunschweig D-3300 Braunschweig FRG, Germany
     

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For p > 0 let Dp : = {z | |< p} and let S denote the class of functions f holomorphic and univalent in D1 and normalized by

f( 0) = f '(0) - l = 0.


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  • A Note on Re(f(z)/(z) for Univalent Functions

Abstract Views: 236  |  PDF Views: 0

Authors

Karl-Joachim Wirths
Institut fur Analysis, TU Braunschweig D-3300 Braunschweig FRG, Germany

Abstract


For p > 0 let Dp : = {z | |< p} and let S denote the class of functions f holomorphic and univalent in D1 and normalized by

f( 0) = f '(0) - l = 0.