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一类积分算子的性质及凸阶估计

A Class of Integral Operators Preserving Properties and Estimate of Convex Rank
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摘要 主要研究一类积分算子的性质,并给出了该算子的凸阶估计. This paper mainly considers a class of integral operators preserving certain geometric properties,and obtains its estimate of convex rank.
作者 田凤
出处 《广东工业大学学报》 CAS 1998年第4期74-81,85,共9页 Journal of Guangdong University of Technology
关键词 星形函数 凸形函数 凸阶估计 积分算子 单叶函数 star function convex function estimate of star rank estimate of convex rank θ-spiral function
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参考文献10

  • 1Miller S S, Macanu P T. Diffeamtial Subordinations and Univalent Functions.Michigan Math, 1981 ,J28:157-171.
  • 2Miller S S, Macanu P T. Ualvalent Solution of Briot - Bouquet Differential Equations. Lecture Notes in Math,1013:292--310.
  • 3Eenigenburg P, Miller S S, Reade M O. On a Exiot - Bouquet Differential Subordination. General. Inequalities.1981,3:131 - 134.
  • 4丁树森.积分算子的星像阶散与凸像阶数估计[J].哈尔滨工业大学学报,1988,2:131-134.
  • 5Mocanu P T,Ripeanu D, Serb I The Order of Starlikeness of Certain Integral Operates. Mathenatical, 1981,(cluj)23(46)2:225-230.
  • 6Vahrial S. Some Integral Operators Preserving Certain Geometric Properties. Rev. Rotarafine Math, pure API,1988,1(33) :889-900.
  • 7Miller S S, Mcanu P T. On a Class of Spirallike Integral Operatczs. Rev. Roumaine Math, Pure Apple, 1986,31 :225-230.
  • 8Miller S S, Moeanu P T. Differtmtial Subordinatopns and Inqualities in the Compex Plane. J. Differential Equations,1987,67:199-210.
  • 9Sakaguchi K.On a Certain Univalent Mapping.J. Math. Soc Japan,1959,2:72-75.
  • 10Bulbcaca. Tecdor. Differential ,Subordinatios by Convex Functions.Mathematica, 187, (cluj)29(52) :105-113.

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