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星形映照
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  starlike mappings
     Several Estimations of ε(E) Starlike Mappings
     ε(E)星形映照的若干项估计
短句来源
     The Parametric Representation of Starlike Mappings in Banach Spaces
     Banach空间中星形映照的参数表示
短句来源
     FAMILY OF ε STARLIKE MAPPINGS (Ⅰ)
     ε星形映照族(Ⅰ)
短句来源
     FAMILY OF ε STARLIKE MAPPINGS (Ⅱ)
     ε星形映照族(Ⅱ)
短句来源
     The Growth Theorems of Two Subclasses of Starlike Mappings
     星形映照两类子族的增长定理
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更多       
  starlike mapping
     This type of domain on which we discuss is rather general,in the sense that the domain must be starlike if there exists a normalized biholomorphic starlike mapping on it.
     所讨论的域是最广泛的 ,若域不是星形的 ,则其上不存在星形映照
短句来源
     This article presents the growth theorem of a kind of spirallike mapping on bounded starlike circular domains and extends the known conclusion concerning starlike mapping with fairly extensive discussion about domains and types of mapping including complex elliptic ball and four types of typical domains.
     给出有界星形圆型域上一类螺旋映照的增长定理 ,推广了已知的关于星形映照的结果 ,所讨论的域是非常广泛的 ,包括了复椭球和四类典型域 ,所讨论的映照类也是非常广泛的
短句来源
     In this paper the author obtains the relation between α-convex mapping of order γ and starlike mapping of order ρ on B_P for α≥0. The author also gives some examples of {α-convex} mappings of order γ on B_P.
     该文对当α≥0时给出Bp上α-凸映照与星形映照之间的关系,给出一些Bp上α-凸映照的例子.
短句来源
  “星形映照”译为未确定词的双语例句
     Starlike Maping on The Bounded Starlike Circular Domains in C~n
     C~n中有界星形圆型域上的星形映照
短句来源
     In this paper the sufficient and necessary condition that holomorphic mappings are starlike on bounded starlike circle domain is discussed.
     本文讨论从有界星形圆形域和Carathedory完备域到Cn局部双全纯映照成为双全纯星形映照的充分必要条件.
短句来源
     Let Ω be a bounded balanced pseudoconvex domains. The paper studies a subfamily of biholomorphic mappings on Ω __the family of mappings whic have the parametric representation and some properties of them,concering the growth,covering and distortion theorems.
     设Ω是Cn 中具有C2 定义函数的有界平衡拟凸域 ,在Ω上引进一个双全纯映照子族———具有参数表示的映照族 ,研究其一些性质 :包括增长定理、掩盖定理 ,得到其与星形映照同型的增长定理及掩盖定理 .
短句来源
     In this paper,we establish some partial differential inqualitiesfor holomorphic mappings on bounded starlike circular domains in C\+n.
     该文在有界星形圆型域上建立一些与双全纯星形映照有关的偏微分不等式 .
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  starlike mappings
Through a detailed analysis of the analytic characterization for this class of mappings, it is shown that this class of mappings contains the convex mappings and is also a subset of the class of starlike mappings.
      
It is proved that this class of mappings is a proper subset of the class of starlike mappings and contains the class of convex mappings properly, and it has the same growth and covering theorems as the convex mappings.
      
Parabolic starlike mappings in several complex variables
      
We obtain sharp growth and covering theorems for parabolic starlike mappings on Bn as well as coefficient estimates, and consider various examples.
      
In this note, we introduce the family ofε starlike mappings, and prove that the Roper-Suffridge extension operator preserves theε starlikeness on some Reinhardt domains.
      
更多          
  starlike mapping
Let D be a bounded balanced pseudoconvex domain in Cn with C1 plurisubharmonic defining functions and let f be a starlike mapping from D to Cn.
      
We also give a quasiconformal extension of some strongly starlike mapping on D.
      


In this paper we show that, for the class of normalized biholomorphie starlike mappings, on the polydise, versions of both the Growth theorem and Koebe 1/4-theorem hold. Specifically, we find all estimations are sharp.

本文证明了C~n中多圆柱上正规化双全纯星形映照的增长定理与1/4—定理,也证明了正规化双全纯凸映照的增长定理与1/2—定理。而且所有结论均为不可改进的。

Some results are given of biholomorphic mappings subordinated to convex mappings. It is found that these mappings have the same growth theorem as that of convex mappings while the corresponding covering theorem does not hold. In addition, some results are obtained of coefficient problems of starlike mappings.

给出了从属于凸映照的双全纯映照的一些结果,发现这样的双全纯映照具有与凸映照相同的增长定理,但是相应的掩盖定理是没有的.此外还得到了一些关于星形映照的系数问题的粗浅的结果.

In this paper the sufficient and necessary condition that holomorphic mappings are starlike on bounded starlike circle domain is discussed.

本文讨论从有界星形圆形域和Carathedory完备域到Cn局部双全纯映照成为双全纯星形映照的充分必要条件.

 
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