【摘要】：研究右半平面調(diào)和映照卷積的單葉性判別和幾何特征的刻畫問題.證明第二復(fù)伸張為w(z)=-z×(z-a)/(1-az)(0≤a≤1)的右半平面調(diào)和映照f(z),其與典范右半平面調(diào)和映照f_0(z)的卷積映照f*f_0不僅屬于S_H~0,而且是沿實軸方向上是凸的.
[Abstract]:In this paper, the univalent discrimination of convolution of harmonic maps in the right half plane and the characterization of geometric features are studied. It is proved that the convolution mapping f (z), of the right half plane harmonic mapping f (z), with the second complex extension of w (z) =-z 脳 (z 鈮，

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